<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7056755991098968681</id><updated>2026-10-17T03:00:49.871-07:00</updated><category term="Management"/><category term="Marketing"/><category term="Operation Management"/><category term="Education"/><category term="Strategic Management"/><category term="Learning Model"/><category term="Entrepreneurship"/><category term="Educational Psychology"/><category term="Development Economics"/><category term="International Economics"/><category term="Introduction to Economics"/><category term="Learning Media"/><category term="Statistics"/><title type='text'>Economics Education</title><subtitle type='html'>Education, Entrepreneurship, Management, Marketing, Operation Management, Strategic Management</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>61</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-5545846852899013376</id><published>2013-11-12T00:52:00.004-08:00</published><updated>2013-11-12T00:55:35.488-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Development Economics"/><title type='text'>Economic Dualism </title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;http://neweconomicseducation.blogspot.com/2013/11/economic-dualism.html&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Economic Dualism&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;
is one of the factors inhibiting economic development of a country. This occurs
and is a problem for developing countries.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Economic Dualism
is a concept that shows the differences between rich nations and poor, and the
differences between the various segments of society.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Economic dualism
has 4 main characteristics, namely:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;1.&lt;/b&gt;&lt;/span&gt; Two different situations:
one situation is superior and others are inferior that coexist in the same
space and time&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;b&gt;Example:&lt;/b&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;metode produksi modern di perkotaan dan metode produksi tradisional di perdesaan.&quot;&gt;Modern
production methods in urban and rural traditional production methods. &lt;/span&gt;&lt;span title=&quot;Contoh lain, berdampingannya negara industri yang kuat dan kaya dengan negara-negara lemah dan miskin, dsb.&quot;&gt;Another
example, powerful industrial nations and rich nations are weak and poor, and so
on.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;2. &lt;/span&gt;&lt;/b&gt;Chronic nature of
the differences, not the transitional&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;The two conditions
mentioned above side by side not merely circumstances are temporary, which will
disappear by itself over time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Example:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Prosperity and
poverty internationally is not a simple phenomenon that can be lost because of
the time alone.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;3. &lt;/span&gt;&lt;/b&gt;Degree of
superiority and inferiority are not showing a declining trend, even on the
rise.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;The gaps between
the two states was even more severe, the more superior the country soared ahead,
while inferior country worse off.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;b&gt;Example:&lt;/b&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Perbedaan produktivitas negara-negara maju dengan produktivitas negara berkembang.&quot;&gt;Differences
in the productivity of developed countries to developing countries
productivity.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;4. &lt;/span&gt;&lt;/b&gt;Linkages between
elements of the superior and inferior elements indicate that the superior
elemental state only a small effect or no effect at all in elevating inferior
elements. &lt;/span&gt;&lt;span title=&quot;Bahkan kenyataannya, unsur superior tersebut seringkali justru menyebabkan timbulnya kondisi keterbelakangan (underdevelopment).&quot;&gt;In
fact, it is often an element of the superior cause retardation conditions
(underdevelopment).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/5545846852899013376/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/11/economic-dualism.html#comment-form' title='41 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5545846852899013376'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5545846852899013376'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/11/economic-dualism.html' title='Economic Dualism '/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>41</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-1938087204570134908</id><published>2013-05-29T16:54:00.005-07:00</published><updated>2013-05-29T16:56:53.308-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Education"/><category scheme="http://www.blogger.com/atom/ns#" term="Educational Psychology"/><title type='text'>Learning Games</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://neweconomicseducation.blogspot.com/2013/05/learning-games.html&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;u&gt;&lt;span class=&quot;hps&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot;&gt;Learning Games&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;The game&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;an&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;activity&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;where players&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;follow&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;different&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;rules&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;to the reality of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;trying&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;live&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;up to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;their&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;goals&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpMiddle&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot;&gt;Profit&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;1. Attractive&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;/&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;interesting&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;The game&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;provides&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;an
interesting&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;framework&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;learning&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;activities&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Interesting&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;because&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the
game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;fun&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Children and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;adults&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;are equally likely to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;react positively to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;an invitation&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;play&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpMiddle&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;2&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;. &lt;span class=&quot;hps&quot;&gt;The existence of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;new things&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;As with any&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;departure&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;from
the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;usual&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;classes&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;the game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;raises&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;concern&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;because of the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;fun new&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;things&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpMiddle&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;3&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;. &lt;span class=&quot;hps&quot;&gt;Atmosphere&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Fun&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;, &lt;span class=&quot;hps&quot;&gt;relaxed atmosphere&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;with&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;development&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;can be beneficial&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;those who&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;avoid&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the
types of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;other structured&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;learning&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;activities&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpMiddle&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;4&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;. &lt;span class=&quot;hps&quot;&gt;Time&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;the task&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Games&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;can&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;keep
students&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;interested in&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;repetitive&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;tasks&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;such as&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;memorizing&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;multiplication tables&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;etc.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpMiddle&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot;&gt;Loss&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;1. Competition&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Activity&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;can&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;be
counterproductive&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;competition&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for
students&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;who&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;are less&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;interested in competing&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;2&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;. &lt;span class=&quot;hps&quot;&gt;Confusion&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Without&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;good management&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;questioning&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;students&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;can not get&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;all the excitement of&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;the game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;failed&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;focus on&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the
real&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;goal&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpMiddle&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;3&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;. &lt;span class=&quot;hps&quot;&gt;Bad Design&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;Learning&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;be&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;meaningful&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;activity&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;must&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;provide&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the
actual&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;training&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;academic&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;skills&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Fatal&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;weakness&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;design&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;not&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a good&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the
player&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;spends&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a lot of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;time to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;wait for&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;their
turn&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to play&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;roll the dice&lt;/span&gt;,
&lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;take action&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;similar&lt;/span&gt;
&lt;span class=&quot;hps&quot;&gt;trivial&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/1938087204570134908/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/05/learning-games.html#comment-form' title='31 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/1938087204570134908'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/1938087204570134908'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/05/learning-games.html' title='Learning Games'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>31</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-1164652770931371095</id><published>2013-05-19T19:51:00.001-07:00</published><updated>2013-05-19T19:52:07.879-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Entrepreneurship"/><category scheme="http://www.blogger.com/atom/ns#" term="International Economics"/><title type='text'>Entrepreneurship: Entering the Global Market (Part 1)</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Motivation For Global Market
Entry&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The advantage, of course, is one of the most significant reasons for
entering the global market. &lt;/span&gt;&lt;span title=&quot;Keuntungan dipengaruhi secara negatif oleh biaya persiapan untuk masuk pasar global, estimasi yang terlalu rendah tentang biaya-biaya terkait, dan kerugian-kerugian akibat kesalahan.&quot;&gt;Profits
are negatively affected by the cost of preparation to enter the global market,
which is too low estimate of the associated costs, and losses due to errors.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The difference between planned results and actual results may be quite
large in the first attempt to enter the global market. &lt;/span&gt;&lt;span title=&quot;Hal ini biasanya sudah disadari oleh pengusaha.&quot;&gt;It is usually
recognized by employers. &lt;/span&gt;&lt;span title=&quot;Namun, terdapat hal-hal lain yang lebih memicu motivasi pengusaha untuk memasuki pasar global.&quot;&gt;However,
there are other things that trigger motivation more entrepreneurs to enter the
global market.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The motivation is as follows:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;1.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Profit&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;2.&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Competitive pressures&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;3.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Products or services that are unique&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;4.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;Excess production capacity&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;5.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Sales declined in the country dalama&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;6.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Unique market opportunity&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;7.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Economies of scale&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;8.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;Advantages in terms of technology&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;9.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Tax advantages&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Strategic effects to Global
Market Entry&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;While cause various types of environments and new ways of doing business,
global market entry is also accompanied by a set of diverse and widespread
problem, which is completely new. &lt;/span&gt;&lt;span title=&quot;Kedekatan fisik dan psikologis pada pasar internasional mempengaruhi beberapa pengusaha global.&quot;&gt;Physical
and psychological proximity to international markets affect some global entrepreneurs.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Geographical proximity to foreign markets may not always provide a
closeness that is felt by foreign consumers. &lt;/span&gt;&lt;span title=&quot;Kadang kala variabel budaya, bahasa, dan faktor-faktor hukum dapat membuat sebuah pasar asing secara geografis dekat tampak jauh secara psikologis.&quot;&gt;Sometimes
the variables of culture, language, and legal factors can create a foreign
market is geographically close look a lot psychologically.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Selection of Market Competitors&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;With so many countries with prospects, critical problems for global
operators are foreign market selection and entry strategies. Global
entrepreneur must always remember that each data point does not make a trend,
so the data are based on less than three periods should be interpreted with
caution.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Data were collected and analyzed for the selection of the market will also
be used in developing marketing strategies and plans go right. &lt;/span&gt;&lt;span title=&quot;Sementara beberapa model pemilihan pasar tersedia, satu metode yang baik menggunakan sebuah pendekatan lima langkah.&quot;&gt;While
some market selection models available, one good method to use a five-step
approach.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;1.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Develop appropriate indicators&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;2.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;Collect data and turn it into indicators that can be
compared&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;3.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;Assign weights to each indicator&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;4.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;Analyze the data&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;5.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;Choosing the right market from market rank&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/1164652770931371095/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/05/entrepreneurship-entering-global-market.html#comment-form' title='35 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/1164652770931371095'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/1164652770931371095'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/05/entrepreneurship-entering-global-market.html' title='Entrepreneurship: Entering the Global Market (Part 1)'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>35</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-464557777494528166</id><published>2013-05-14T04:50:00.003-07:00</published><updated>2013-05-14T04:56:31.944-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Education"/><category scheme="http://www.blogger.com/atom/ns#" term="Learning Model"/><title type='text'>Definition and Types of Learning Model</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Definisi Model Pembelajaran&quot;&gt;Definition of Learning Model&lt;/span&gt;&lt;span title=&quot;Winataputra dalam Sugiyanto (2008) mengemukakan bahwa model pembelajaran adalah kerangka konseptual yang melukiskan prosedur yang sistematis dalam mengorganisasikan pengalaman belajar untuk mencapai tujuan belajar tertentu dan berfungsi sebagai pedoman bagi para pencanang pembelajaran dan para pengajar dalam mencanangkan dan melaksanakan aktivitas pembelajaran.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Winataputra dalam Sugiyanto (2008) mengemukakan bahwa model pembelajaran adalah kerangka konseptual yang melukiskan prosedur yang sistematis dalam mengorganisasikan pengalaman belajar untuk mencapai tujuan belajar tertentu dan berfungsi sebagai pedoman bagi para pencanang pembelajaran dan para pengajar dalam mencanangkan dan melaksanakan aktivitas pembelajaran.&quot;&gt;Winataputra
 in Sugiyanto (2008) suggests that the learning model is a conceptual 
framework that describes a systematic procedure in organizing learning 
experiences to achieve specific learning objectives and serves as a 
guide for learning and crier proclaimed and teachers in implementing 
learning activities.&lt;/span&gt;&lt;span title=&quot;Jenis-jenis Model Pembelajaran&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Jenis-jenis Model Pembelajaran&quot;&gt;Types of Learning Model&lt;/span&gt;&lt;span title=&quot;Sugiyanto (2008) mengemukakan bahwa ada banyak model pembelajaran yang dikembangkan oleh para ahli dalam usaha mengoptimalkan hasil belajar siswa.&quot;&gt;Sugiyanto
 (2008) suggests that there are many models of learning are developed by
 experts in an effort to optimize student learning outcomes. &lt;/span&gt;&lt;span title=&quot;Model pembelajaran tersebut antara lain terdiri dari:&quot;&gt;The learning model include the following:&lt;/span&gt;&lt;span title=&quot;1.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;1.&quot;&gt;1. &lt;/span&gt;&lt;span title=&quot;Model Pembelajaran Kontekstual&quot;&gt;Contextual Learning Model&lt;/span&gt;&lt;span title=&quot;Model pembelajaran kontekstual merupakan konsep belajar yang mendorong guru untuk menghubungkan antara materi yang diajarkan dengan situasi dunia nyata siswa.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran kontekstual merupakan konsep belajar yang mendorong guru untuk menghubungkan antara materi yang diajarkan dengan situasi dunia nyata siswa.&quot;&gt;Contextual
 learning model is the concept of learning that encourages teachers to 
connect between what is taught by real-world situations students. &lt;/span&gt;&lt;span title=&quot;Pembelajaran ini juga mendorong siswa membuat hubungan antara pengetahuan yang dimilikinya dan penerapannya dalam kehidupan mereka sehari-hari.&quot;&gt;This lesson also encourages students to make connections between their knowledge and their application in everyday life. &lt;/span&gt;&lt;span title=&quot;Pengetahuan dan keterampilan siswa diperoleh dari usaha siswa mengkonstruksi sendiri pengetahuan dan keterampilan baru ketika siswa belajar.&quot;&gt;Knowledge and skills obtained from the students construct their own knowledge and skills as students learn.&lt;/span&gt;&lt;span title=&quot;2.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;2.&quot;&gt;2. &lt;/span&gt;&lt;span title=&quot;Model Pembelajaran Kooperatif&quot;&gt;Cooperative Learning Model&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran kooperatif merupakan pendekatan pembelajaran yang berfokus pada penggunaan kelompok kecil siswa untuk bekerja sama dalam memaksimalkan kondisi belajar untuk mencapai tujuan belajar.&quot;&gt;Models
 of cooperative learning is a learning approach that focuses on the use 
of small groups of students to work together to maximize the learning 
conditions to achieve learning objectives.&lt;/span&gt;&lt;span title=&quot;3.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;3.&quot;&gt;3.&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span title=&quot;Model Pembelajaran Kuantum&quot;&gt;Quantum Learning Model&lt;/span&gt;&lt;span title=&quot;Model pembelajaran kuantum merupakan rakitan dari berbagai teori atau pandangan psikologi kognitif dan pemrograman neurologi yang jauh sebelumnya sudah ada.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran kuantum merupakan rakitan dari berbagai teori atau pandangan psikologi kognitif dan pemrograman neurologi yang jauh sebelumnya sudah ada.&quot;&gt;Quantum
 learning model is assembled from a variety of theories or views of 
cognitive psychology and neurology that much programming already exist.&lt;/span&gt;&lt;span title=&quot;4.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;4.&quot;&gt;4. &lt;/span&gt;&lt;span title=&quot;Model Pembelajaran Terpadu&quot;&gt;Integrated Learning Model&lt;/span&gt;&lt;span title=&quot;Model pembelajaran terpadu merupakan pembelajaran yang memungkinkan siswa baik secara individual maupun kelompok aktif mencari, menggali, dan menemukan konsep serta prinsip secara holistik.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran terpadu merupakan pembelajaran yang memungkinkan siswa baik secara individual maupun kelompok aktif mencari, menggali, dan menemukan konsep serta prinsip secara holistik.&quot;&gt;Integrated
 learning is a learning model that allows students either individually 
or in groups actively seek, explore, and discover concepts and 
principles in a holistic manner. &lt;/span&gt;&lt;span title=&quot;Pembelajaran ini merupakan model yang mencoba memadukan beberapa pokok bahasan.&quot;&gt;This is a learning model that try to combine several subjects.&lt;/span&gt;&lt;span title=&quot;5.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2nPrs6t7KsPLog_Wj5Z2FO6GHoC1_WFyqtpJMoY_ORNExcHCE3lIfScaVcZ5wwyGf_hEQ9pUKTL7Z6pNEC9OMQmO92eaO8OHhehWQk6HBYrKr16ODh_2cku-6IDXfo5VnzfDaQXJP_Se3/s1600/2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2nPrs6t7KsPLog_Wj5Z2FO6GHoC1_WFyqtpJMoY_ORNExcHCE3lIfScaVcZ5wwyGf_hEQ9pUKTL7Z6pNEC9OMQmO92eaO8OHhehWQk6HBYrKr16ODh_2cku-6IDXfo5VnzfDaQXJP_Se3/s400/2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;5.&quot;&gt;5. &lt;/span&gt;&lt;span title=&quot;Model Pembelajaran Berbasis Masalah (Problem Based Learning – PBL)&quot;&gt;Problem Based Learning&lt;span style=&quot;font-size: small;&quot;&gt; (&lt;/span&gt;PBL)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran berbasis masalah (Problem Based Learning – PBL) merupakan pembelajaran yang mengambil psikologi kognitif sebagai dukungan teoritisnya.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran berbasis masalah (Problem Based Learning – PBL) merupakan pembelajaran yang mengambil psikologi kognitif sebagai dukungan teoritisnya.&quot;&gt;Problem Based Learning is a learning 
cognitive psychology that takes as its theoretical support. &lt;/span&gt;&lt;span title=&quot;Fokusnya tidak banyak pada apa yang sedang dikerjakan siswa tetapi pada apa yang siswa pikirkan selama mereka mengerjakannya.&quot;&gt;The focus is more on what the student is doing but on what students think as long as they do it. &lt;/span&gt;&lt;span title=&quot;Guru memfungsikan diri sebagai pembimbing dan fasilitator sehingga siswa dapat belajar untuk berfikir dan menyelesaikan masalahnya sendiri.&quot;&gt;Enabling teachers themselves as mentors and facilitators so that students can learn to think and solve their own problems.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/464557777494528166/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/05/definition-and-types-of-learning-model.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/464557777494528166'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/464557777494528166'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2013/05/definition-and-types-of-learning-model.html' title='Definition and Types of Learning Model'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2nPrs6t7KsPLog_Wj5Z2FO6GHoC1_WFyqtpJMoY_ORNExcHCE3lIfScaVcZ5wwyGf_hEQ9pUKTL7Z6pNEC9OMQmO92eaO8OHhehWQk6HBYrKr16ODh_2cku-6IDXfo5VnzfDaQXJP_Se3/s72-c/2.jpg" height="72" width="72"/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-7178865592584877865</id><published>2012-08-09T01:16:00.001-07:00</published><updated>2012-08-09T01:17:53.004-07:00</updated><title type='text'>What&#39;s the Difference and Similarities between the Investment Education Investment Health When Associated with Economic Growth?</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Equation&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Niken Sulistyowati, et al (2010) says in his study &quot;The improvement of education, leading to increased labor productivity. Increased productivity of labor and other production inputs lead to output increases. Increase in output leads to an increase government revenue. Effects could further encourage increased investment and infrastructure spending. &quot;This suggests that investments in education have a positive impact on economic growth, the higher one&#39;s education investment will enhance economic growth.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;While Arum Atmawikarta (2002) states &quot;At the micro level, namely at the level of individual and family health is the basis for labor productivity and capacity to learn at school. A healthy workforce is physically and mentally more energetic and stronger, more productive, and earn a high income. At the macro level, residents with a level of good health is an input (input) is important for poverty reduction, economic growth, and long-term economic development. Some of the historical experience proves the success of economic takeoff, rapid economic growth is supported by a significant breakthrough in the field of public health, combating disease and improving nutrition. &quot;So it can bdisimpulkan that health investment is also bringing a positive impact on a country&#39;s economic growth.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Based on the description it can be concluded that investments in education and health investment are equally positive effect on a country&#39;s economic growth rate. Both (between investments in education and health) are equally have an impact on the productivity of one&#39;s work, and which will have an impact on economic growth.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Difference&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Good health investment with investment in education is to result in increased economic growth, but after research conducted by Rasidin K. Sitepu and M. Bonar Sinaga (2007) was the effect of health investment on economic growth in Indonesia is greater when compared to investments in education. One result of these studies is that in the event of an increase in government spending on education by 20%, increase real GDP by 2.19% nationally. While at the time there was an increase in government spending on health by 20%, increase real GDP by 3.68% nationally. In addition, at the end of his research conclusions Rasidin K. Sitepu and M. Bonar Sinaga (2007) says that &quot;health investment can reduce poverty by a greater percentage when compared to investments in education.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Based on the description it can be concluded that the health investment over a big impact on economic growth when compared to health investment. In this health investment over a major effect on the national increase in real GDP and reduce poverty.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/7178865592584877865/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/08/equation-niken-sulistyowati-et-al-2010.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/7178865592584877865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/7178865592584877865'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/08/equation-niken-sulistyowati-et-al-2010.html' title='What&#39;s the Difference and Similarities between the Investment Education Investment Health When Associated with Economic Growth?'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-5306480575501483301</id><published>2012-07-30T16:20:00.003-07:00</published><updated>2012-08-09T01:10:49.685-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Learning Media"/><category scheme="http://www.blogger.com/atom/ns#" term="Learning Model"/><title type='text'>Distance Education System</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;As a direct or conventional education system, distance education system also requires a supporting infrastructure of education, so that the general purpose of education can &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;be realized &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;accordance with education levels. Means of supporting usually a lesson modules are sent to students. Facilities can also implement information technology. The emergence of information and communication technologies in distance education is very helpful at all. As can be seen, with the advent of online education or web-school or cyber-school, using the internet facility. Systems approach to teaching is to do with teaching directly or by using the system as the concentration of knowledge. This allows the formation of an opportunity for anyone to participate in various educational levels from kindergarten through college (PT).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Unlike direct the education system, the system requires the management of distance education and educational management of &quot;special&quot;, both from the students and the instructor (teacher) for educational purposes can be realized. Education must focus on the instructional needs of students.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;From the instructor (teacher), several factors are important to the success of distance education systems is a concern, confident teachers, experience, easy to use equipment, creativity, active learning, and ability to establish interaction and communication with students remotely. Also consider the technical obstacles that may occur, so that distance education can take place effectively.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;From the student side, one important factor is the seriousness of the following teaching and learning process at the time the instructor (teacher) does not deal directly with students. At this level, the involvement and the presence of &#39;the people&#39; around, including a family member plays an important and strategic. Its presence can support the ongoing learning process effectively, but the opposite could also be a barrier. Another factor that is active learning and effective communication. Active participation of students of distance education affects how they relate to the material to be studied.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The success of distance education system supported by the interaction and effective communication and a maximum of teachers and students, interaction between students with different educational facilities such as modules mudul interaction between students with &#39;the people&#39; around, and the patterns of education active in each of these interactions. Also liveliness and independence of students in the deepening of the material, do the exam, and creativity to find supporting material from other sources such as internet or digital-library.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/5306480575501483301/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/distance-education-system.html#comment-form' title='82 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5306480575501483301'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5306480575501483301'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/distance-education-system.html' title='Distance Education System'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>82</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-873263173890421541</id><published>2012-07-30T16:10:00.001-07:00</published><updated>2012-08-09T01:11:39.302-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Education"/><category scheme="http://www.blogger.com/atom/ns#" term="Learning Model"/><title type='text'>Definition of Learning Technology</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Formulation of the notion of Learning Technology has undergone some changes, in line with the history and development of learning technology itself. &lt;/span&gt;&lt;span title=&quot;Di bawah ini dikemukakan beberapa definisi tentang Teknologi Pembelajaran yang memiliki pengaruh terhadap perkembangan Teknologi Pembelajaran.&quot;&gt;Below are a few definitions of Instructional Technology that has an influence on the development of Learning Technologies.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Definitions Association for Educational Communications Technology (AECT) 1963&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&quot;Audio-visual communication is a branch of educational theory and practice that are primarily concerned with the design, and use the messages to control the learning process, include the following activities: (a) learn the weaknesses and strengths of a message in the learning process, (b) structuring and systematization by the &lt;/span&gt;&lt;span title=&quot;maupun instrumen dalam lingkungan pendidikan, meliputi : perencanaan, produksi, pemilihan, manajemen dan pemanfaatan dari komponen maupun keseluruhan sistem pembelajaran.&quot;&gt;and instruments in environmental education, including: planning, production, selection, management and utilization of the components and the overall learning system. &lt;/span&gt;&lt;span title=&quot;Tujuan praktisnya adalah pemanfaatan tiap metode dan medium komunikasi secara efektif untuk membantu pengembangan potensi pembelajar secara maksimal.”&quot;&gt;The practical aim is the use of each method and medium of communication effectively to help learners to the maximum development potential.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Although still use the term audio-visual communication, the above definition has produced a basic framework for the subsequent development of Learning Technology and to encourage an increase in learning.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Commission definition on the Instruction Technology (CIT) 1970&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&quot;In a more general sense, is defined as a medium of learning technology that was born as a result of the communication revolution that can be used for teaching purposes in addition to teachers, textbooks, and the board ..... forming part of the learning technology is television, film, OHP, computer &lt;/span&gt;&lt;span title=&quot;dan bagian perangkat keras maupun lunak lainnya.”&quot;&gt;and the other hardware or software.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;1994 AECT definition&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&quot;Instructional Technology is the theory and practice in the design, development, utilization, management and evaluation of processes and resources for learning.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Although formulated in a more simple sentences, this definition implies that in fact. &lt;/span&gt;&lt;span title=&quot;Definisi ini berupaya semakin memperkokoh teknologi pembelajaran sebagai suatu bidang dan profesi, yang tentunya perlu didukung oleh landasan teori dan praktek yang kokoh.&quot;&gt;This definition seeks to strengthen the learning technology as a field and profession, which must be supported by a foundation of solid theory and practice. &lt;/span&gt;&lt;span title=&quot;Definisi ini juga berusaha menyempurnakan wilayah atau kawasan bidang kegiatan dari teknologi pembelajaran.&quot;&gt;This definition is also working to improve the region or area of &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;​​&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;learning technology field activities. &lt;/span&gt;&lt;span title=&quot;Di samping itu, definisi ini berusaha menekankan pentingnya proses dan produk.&quot;&gt;In addition, this definition is trying to emphasize the importance of process and product.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;If we observe the contents of the content of learning technology definitions above, it appears from time to time undergone a process of learning technology &quot;metamorphosis&quot; to perfection. Which was originally only viewed as a means to a more extensive, than only to the practice-oriented theory and practice, from the product go to processes and products, and finally through the current evolutionary journey of learning technology has become a field and profession.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;In line with the development and advancement of science and technology so rapidly, especially in education, psychology and communication it is not impossible in the future of learning technologies will increasingly continue to grow and strengthen themselves as a discipline and profession that can further benefit the achievement of effectiveness &lt;/span&gt;&lt;span title=&quot;dan efisiensi pembelajaran.&quot;&gt;and learning efficiency.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Nevertheless, it must be admitted that the development of learning technology and professional fields in Indonesia is still arguably not optimal, both in terms of design, development, utilization, management, and evaluation. &lt;/span&gt;&lt;span title=&quot;Kiranya masih dibutuhkan usaha perjuangan yang sungguh-sungguh dari semua pihak yang terkait dengan teknologi pembelajaran, baik dari kalangan akademisi, peneliti maupun praktisi.&quot;&gt;Businesses would still need a genuine struggle of all parties related to learning technology, both from academics, researchers and practitioners.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/873263173890421541/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/definition-of-learning-technology.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/873263173890421541'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/873263173890421541'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/definition-of-learning-technology.html' title='Definition of Learning Technology'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-3311396646956111865</id><published>2012-07-29T01:44:00.002-07:00</published><updated>2012-07-29T14:19:10.790-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Education"/><category scheme="http://www.blogger.com/atom/ns#" term="Learning Model"/><title type='text'>ABCD Learning Stated Objectives of the Good</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;ABCD&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt; &lt;span class=&quot;hps&quot;&gt;of the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;goals&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;stated&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;by&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;either giving&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;us&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;an easy process&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;followed to determine&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the learning objectives&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Audience&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Learning objectives&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt; &lt;span class=&quot;hps&quot;&gt;to focus&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;on what&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;pemelajar&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;will&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;know and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;can&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;do so&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;after the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;subject&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;was over&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;and not&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;what&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;teachers do to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;teach&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;them&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;then it is important&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;clearly&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;identify&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the target&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;pemelajar&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Behavior&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The essence&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt; &lt;span class=&quot;hps&quot;&gt;of the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;destination&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is a verb&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;that describes the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;new&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;capabilities&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the learners&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;will&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;have after&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;teaching&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;This verb&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;most&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;likely&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;communicate&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;our goals&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;clearly&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;when expressed&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;as&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;observable&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;behaviors&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;We must try to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;get the behavior&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;or&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the performance of students&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;who&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;reflect&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a deep&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;understanding of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the real&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;world&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;ability&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Condition&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;A&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt; &lt;span class=&quot;hps&quot;&gt;statement of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;learning objectives&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;should&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;include&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the conditions under which&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;performance will be&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;assessed&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;In other words&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;the material&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;or&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;any device&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;that is allowed&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;or not allowed&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to wear&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;menampilakan&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;students&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the mastery of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;these objectives&lt;/span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Degree&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Ultimate&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt; &lt;span class=&quot;hps&quot;&gt;requirements&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;well-&lt;/span&gt;stated objective &lt;span class=&quot;hps&quot;&gt;is that&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;it&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;indicates the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;purpose of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the standard&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;or&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;criteria&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;judging&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;acceptable&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;performance&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;The accuracy&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;or&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;fluency&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;as to what&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;should be&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;shown by&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the learners&lt;/span&gt;.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/3311396646956111865/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/abcd-learning-stated-objectives-of-good.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3311396646956111865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3311396646956111865'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/abcd-learning-stated-objectives-of-good.html' title='ABCD Learning Stated Objectives of the Good'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-740074735017788541</id><published>2012-07-28T00:31:00.002-07:00</published><updated>2012-07-29T14:18:31.431-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Entrepreneurship"/><title type='text'>Essence of Education-Based Entrepreneurship</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Superiority of a nation linked to the ability of its competitiveness with other nations. &lt;/span&gt;&lt;span title=&quot;Untuk dapat berkompetisi tentu diperlukan keunggulan-keunggulan, baik keunggulan kompetitif (kemampuan SDM) dan komparatif (terkait dengan sumber daya alam yang tersedia).&quot;&gt;Necessary to be able to compete with the advantages of both competitive advantage (the ability of HR) and comparative (related to natural resources that are available). &lt;/span&gt;&lt;span title=&quot;Daya saing mengacu pada kemampuan bersaing seseorang, kelompok, masyarakat atau bangsa terhadap individu, kelompok, masyarakat, atau bangsa lain yang berkaitan dengan nilai berkompetisi terhadap pesaingnya.&quot;&gt;Competitiveness refers to the ability to compete a person, group, community or nation against individuals, groups, societies, or other people related to the value of competing against its competitors.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Entrepreneurship-based education is learning the values &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;​​&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;of entrepreneurship through the planting and maintenance of habituation behavior and attitudes. &lt;/span&gt;&lt;span title=&quot;Kurikulum yang dibuat harus mengacu kepada kebutuhan daya saing bangsa, serta visi dan misi sekolah dalam menghasilkan lulusan.&quot;&gt;The curriculum is made must refer to the needs of the nation&#39;s competitiveness, as well as vision and mission of the school in producing graduates. &lt;/span&gt;&lt;span title=&quot;Perubahan visi dan misi diperlukan dalam rangka menghasilkan lulusan yang mampu meningkatkan daya saing bangsa, yaitu lulusan-lulusan yang bukan sekedar mencari kerja tetapi lulusan yang juga mampu menciptakan peluang kerja.&quot;&gt;Changes in vision and mission is needed in order to produce graduates who are able to increase the competitiveness of the nation, the graduates are not just looking for work but also graduates who are able to create job opportunities.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Indeed, not all fields of science today can be applied in the real world let alone the corporate world, the challenge is to design a curriculum-based entrepreneurship. &lt;/span&gt;&lt;span title=&quot;Kurikulum berbasis kewirausahaan diharapkan dapat menjadi kurikulum kunci yang akan menjadi ukuran keberhasilan sekolah menciptakan lulusan yang berdaya saing tinggi dipasar kerja.&quot;&gt;Curriculum-based entrepreneurship curriculum is expected to be the key that will be the measure of success of the school creates a highly competitive graduate job market.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Entrepreneurship education is one government program, especially the Ministry of National Education which aims to build and develop the creative human spirit, inovati, sportsmanship and self-employment. &lt;/span&gt;&lt;span title=&quot;Program pendidikan kewirausahaan ini di kaitkan dan diintegrasikan dengan program-program lain, seperti pendidikan karakter, pendidikan ekonomi kreatif dan pendidikan kewirausahaan ke dalam kurikulum sekolah.&quot;&gt;Entrepreneurship education is at the associate and integrate with other programs, such as character education, economic education and creative entrepreneurship education into school curricula. &lt;/span&gt;&lt;span title=&quot;Untuk membangun semangat kewirausahaan dan memperbanyak wirausahawan,&quot;&gt;To build a spirit of entrepreneurship and increase entrepreneurs,&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Learning system is currently not fully effective learners build a noble character and national character including the character of entrepreneurship. &lt;/span&gt;&lt;span title=&quot;Hal ini antara lain ditunjukkan dengan jumlah pengangguran yang relatif tinggi, jumlah wirausaha yang masih relatif sedikit, dan terjadinya degradasi moral.&quot;&gt;This is partly indicated by the relatively high unemployment, the number of entrepreneurs who are still relatively few, and moral degradation. &lt;/span&gt;&lt;span title=&quot;Kebijakan untuk menanggulangi masalah ini terutama masalah yang terkait dengan kewirausahaan antara lain dapat dilakukan dengan cara menanamkan pendidikan kewirausahaan ke dalam semua mata pelajaran, bahan ajar, ekstrakurikuler, dan kegiatan pengembangan diri, mengembangkan kurikulum pendidikan yang memberikan muatan pendidikan kewirausahaan yang mampu meningkatkan pemahaman tentang kewirausahaan&quot;&gt;Policies to tackle these problems, especially problems associated with entrepreneurship, among others, can be done by way of instilling entrepreneurship education into all subjects, teaching material, extracurricular, and personal development activities, developing educational curricula that provide entrepreneurial education payload that can enhance the understanding of entrepreneurship &lt;/span&gt;&lt;span title=&quot;, menumbuhkan karakter dan keterampilan berwirausaha, dan menumbuhkan budaya berwirausaha di lingkungan sekolah.&quot;&gt;, cultivate character and entrepreneurship skills, and foster entrepreneurship culture in the school environment.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;There are many entrepreneurial values &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;​​&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;that are considered most essential and appropriate to developmental level of students as much as 17 (seventeen) value should be owned by students and citizens of other schools. &lt;/span&gt;&lt;span title=&quot;Implementasi dari nilai-nilai pokok kewirausahaan tersebut tidak secara langsung dilaksanakan sekaligus oleh satuan pendidikan, namun dilakukan secara bertahap.&quot;&gt;Implementation of the core values &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;​​&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;of entrepreneurship are not directly implemented by the education unit at the same time, but done in stages. &lt;/span&gt;&lt;span title=&quot;Tahap pertama implementasi nilai-nilai kewirausahaan diambil 6 (enam) nilai pokok, yaitu:&quot;&gt;The first phase of implementation of entrepreneurial values &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;​​&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;taken 6 (six) core values, namely:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Independent, is the attitude and behavior that is not easy to depend on others in completing tasks&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Creative, is thinking and doing things to make way for the results differ from the products / services that already exist&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Dare to take risks, is the ability for someone to love the job yangmenantang, courageous and able to take the risk of work&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Action-oriented is to take the initiative to act, and not wait, before an undesirable event occurs.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Leadership is an attitude and behavior of someone who is always open to suggestions and criticism, it is easy to get along, cooperate, and directing others&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Hard work, &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;are behaviors that&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;demonstrate&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;serious efforts&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;completing&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;tasks and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;overcome&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;obstacles&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;It is not meant to limit the planting of values &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;​​&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;(internalization) of entrepreneurship to all school uniform, but every level of education units can internalize the values &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;​​&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;of other entrepreneurial independently in accordance with school needs.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Quality education must be improved continuously. &lt;/span&gt;&lt;span title=&quot;Kualitas pendidikan terkait dengan kualitas proses dan produk.&quot;&gt;The quality of education related to quality processes and products. &lt;/span&gt;&lt;span title=&quot;Kualitas proses dapat dicapai apabila proses pembelajaran berlangsung secara efektif dan peserta didik dapat menghayati dan menjalani proses pembelajaran tersebut secara bermakna.&quot;&gt;The quality of the process can be achieved when the learning takes place effectively and learners can experience and undergo the learning process significantly. &lt;/span&gt;&lt;span title=&quot;Kualitas produk tercapai apabila peserta didik menunjukkan tingkat penguasaan yang tinggi terhadap tugastugas belajar sesuai dengan kebutuhannya dalam kehidupan dan tuntutan dunia kerja.untuk itu perlu diterapkan pendidikan kewirausahaan di seluruh tingkatan/ jenjang pendidikan.&quot;&gt;Product quality is achieved when the students demonstrated a high level of mastery of tugastugas learn according to their needs and demands of life that needs to be applied kerja.untuk world of entrepreneurship education at all levels / levels of education. &lt;/span&gt;&lt;span title=&quot;Adapun jenjang pendidikan yang menjadi sasaran program pendidikan kewirausahaan adalah satuan pendidikan mulai dari pendidikan usia dini hingga pendidikan menengah atas serta pendidikan non formal.&quot;&gt;The education program targeted entrepreneurship education is a unit of education from early childhood education to upper secondary education and non formal education. &lt;/span&gt;&lt;span title=&quot;Melalui program ini diharapkan lulusan peserta didik pada semua jenis dan jenjang pendidikan, dan warga sekolah yang lain memiliki jiwa dan spirit wirausaha.&quot;&gt;Through this program are expected to graduate students in all types and levels of education, and citizens of other school has a soul and the spirit of entrepreneurship.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/740074735017788541/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/essence-of-education-based.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/740074735017788541'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/740074735017788541'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/essence-of-education-based.html' title='Essence of Education-Based Entrepreneurship'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-8635296776075953660</id><published>2012-07-26T16:57:00.001-07:00</published><updated>2012-07-26T16:57:51.419-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Entrepreneurship"/><title type='text'>Entrepreneurial Strategy: Generating and Exploiting New Business</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;One important effort in entrepreneurship are new ventures, new businesses include: 1. offers all new products to market; 2. offer an existing product; 3.menciptakan a new organisasai regardless of whether the product is new to competition or consumers.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Creation of a New Business Opportunities&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Resources as a source of competitive advantage, when a company starting a new business, these resources can be combined to provide the capacity for firms to achieve superior performance yng, that resource becomes the basis of superior performance over its competitors, resources must be valuable, rare and can not be imitated.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;To make a note of the growing business market and technological knowledge, and assess the benefits from new business opportunities.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Strategy for the Exploitation of Business New Business&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Source of competitive advantage is to be the first in introducing new products or creating new business for the new venture could allow a profit that could improve performance. Hi this include:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Develop an early mover advantage means the cost to be the first to sell a product on the market&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Early mover competitive competition, the first few customers continues to grow and will eventually disappear&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Early mover in the use of distribution channels, since the beginning have the opportunity to choose and develop strong relationships with suppliers and distribution channels of the most important. &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Early mover in consumer satisfaction with goods dihasillkan taste, according to market share target &lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Early movers gain the skills learned through participation in existing products, to monitor changes in the market that it becomes difficult, building a network.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Consumer uncertainty and disadvantage First Mover&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Introducing new products to the market that involves all the elements and there is no uncertainty for consumers about new products that are not convinced that the new product has the advantage of old products, and consumers are reluctant to move new keproduk, the proper way to introduce new products with advertising that is often through the media print and electronic, and with the direction or demonstrating new products at the show or efen-specific efen so that consumers could be interested and willing to become repeat customers.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/8635296776075953660/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/entrepreneurial-strategy-generating-and.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8635296776075953660'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8635296776075953660'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/entrepreneurial-strategy-generating-and.html' title='Entrepreneurial Strategy: Generating and Exploiting New Business'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-3751222917966293501</id><published>2012-07-26T16:45:00.001-07:00</published><updated>2012-07-26T16:45:55.400-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Internal Audit – Marketing</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Marketing is the process of defining, pengantisipasian, creation and fulfillment of needs and desires of consumers for products and services. There are seven functions of marketing, namely:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Consumer Analysis&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;An observation and evaluasai needs, desires and wants of consumers. Consumer analysis involves the procurement of consumer surveys, analyzing consumer information, evaluating strategic market positioning, floating consumer profiles, market segmentation and the determination of the optimal strategy.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Sales of Products / Services&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Sales include a lot of marketing activities, such as advertising, sales promotion, publicity, personal selling, sales force management, customer relations, and dealer relations.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Planning Products and Services&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Planning products and services include various activities such as test marketing, product and brand positioning, use of the warranty, packaging, determining the choice of products, product features, product style, product quality, the removal of old products, and providing customer service. Test marketing is one of the techniques of planning products and services that are most effective as a test market allows an organization to test alternative marketing plans and new product sales forecasting.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Price Fixing&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Five stakeholders (stakeholders) affect pricing decisions (pricing): consumers, government, suppliers, distributors, and competitors.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Distribution&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Distribution includes penggudangan, distribution channels, distribution coverage, location of retail, wolayah sales, inventory levels and locations, courier transport, wholesale, and retail. Distribution becomes very important when a company attempted to implement market development strategies or forward integration.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Market Research&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Marketing research is the collection, recording and analyzing systematic data on the various issues regarding the marketing of goods and services. Marketing research activities to support all the main business functions of an organization.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Opportunity Analysis&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The analysis involves assessing the opportunity costs, benefits and risks associated with marketing decisions. Three steps are required to make cost-benefit analysis (cost-benefit analysis): (1) calculate the total cost associated with a decision, (2) estimate the total benefits of the decision and (3) compare the total cost of the benefit. If the expected benefits exceed total costs, then it becomes more attractive opportunities.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/3751222917966293501/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/internal-audit-marketing.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3751222917966293501'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3751222917966293501'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/internal-audit-marketing.html' title='Internal Audit – Marketing'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-2142720470260278829</id><published>2012-07-24T23:29:00.001-07:00</published><updated>2012-07-24T23:29:55.902-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Aligning internal audit Are you on the right floor?</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Organizational culture is a pattern of behavior that has developed an organization when the organization learned to cope with problems of external adaptation and internal integration, that has proven successful enough to be considered valid and taught to new members as the correct way to perceive, think and feel.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Lorsch found that culture can be the success of a company but also can inhibit strategic management because:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Sodium absorption ratio&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is often&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;managers&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;are able to see&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the changes&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in external conditions&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;due to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;be made&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;by the belief&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;that&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;they hold&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;strongly&lt;/span&gt;&lt;span class=&quot;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;When a culture proved successful in the past and it will continue to be held despite major strategy change.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;In order to successfully compete in world markets, managers must acquire a good knowledge about the power of historical, cultural and religious memoyivasi and encourage people in other countries.&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/2142720470260278829/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/aligning-internal-audit-are-you-on.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/2142720470260278829'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/2142720470260278829'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/aligning-internal-audit-are-you-on.html' title='Aligning internal audit Are you on the right floor?'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-3676574177714910950</id><published>2012-07-24T23:22:00.001-07:00</published><updated>2012-07-24T23:23:52.320-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Resource Based View Perspective</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Adherents believe that the RBV view of operational performance will be largely determined by internal resources are put into three categories:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;physical resources, including plant, machinery, raw materials etc.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;human resources, including staff, training, experience, skills, etc.&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;organizational resources, including planning, information systems, patents, etc..&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;To be valuable, a resource should have an empirical indicators are rare, difficult to imitate and not easy to find a replacement. One can not say absolutely convinced that the external or internal factors that will always or consistently more important in achieving competitive advantage. But more important is how to understand the relationship between both factors.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/3676574177714910950/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/resource-based-view-perspective.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3676574177714910950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3676574177714910950'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/resource-based-view-perspective.html' title='Resource Based View Perspective'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-8757376770845337483</id><published>2012-07-24T23:14:00.000-07:00</published><updated>2012-07-24T23:14:55.167-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Types and Levels of Communication Word of Mouth (WOM)</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Hughes (2005) suggested that the types of word of mouth communication (WOM) can be classified into two types: positive word of mouth communication and the communication of negative word of mouth. &lt;/span&gt;&lt;span title=&quot;Komunikasi WOM positif merupakan proses penyampaian informasi dari mulut ke mulut yang dilakukan oleh individu yang satu ke individu lain berdasarkan pengalaman yang bersifat positif terhadap suatu produk, jasa, maupun perusahaan.&quot;&gt;Positive WOM communication is the process of delivering information through word of mouth that made by one individual to another individual based on the experience that is positive about a product, service, or company. &lt;/span&gt;&lt;span title=&quot;Sementara itu, komunikasi WOM negatif merupakan proses interaksi dari mulut ke mulut yang didasarkan pada pengalaman negatif yang diperoleh dari individu yang satu ke individu yang lain terhadap suatu produk, jasa, atau perusahaan.&quot;&gt;Meanwhile, negative WOM communication is a process of interaction of word of mouth that is based on negative experiences gained from one individual to another individual of a product, service or company.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Experience that is positive implies that the experience gained either an individual or individuals directly or indirectly to the use of a product, service or company along with the satisfaction or fulfillment of individual expectations. &lt;/span&gt;&lt;span title=&quot;Sebaliknya, pengalaman yang bersifat negatif merupakan pengalaman yang diperoleh individu baik secara langsung maupun tidak langsung yang tidak disertai dengan kepuasan.&quot;&gt;Conversely, negative experiences are the experiences gained in the individual either directly or indirectly, that is not accompanied by contentment. &lt;/span&gt;&lt;span title=&quot;Dengan kata lain, produk atau jasa yang dikonsumsi tidak dapat memenuhi harapan (Hughes, 2005).&quot;&gt;In other words, products or services consumed can not meet expectations (Hughes, 2005).&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Associated with the types of WOM communications, Hughes (2005) classifies the word of mouth communication (WOM) to 9 level or levels that started from minus 4 to plus 4. &lt;/span&gt;&lt;span title=&quot;Pada tingkatan minus 4, informasi yang disampaikan melalui mulut ke mulut adalah hal-hal yang bersifat negatif, sedangkan pada tingkatan plus 4 informasi yang disampaikan adalah hal-hal yang bersifat positif.&quot;&gt;At the level of minus 4, the information conveyed through word of mouth are the things that are negative, whereas the level of information conveyed plus 4 are the things that are positive. &lt;/span&gt;&lt;span title=&quot;Komunikasi WOM positif tergolong dalam tingkatan atau level plus 1 hingga plus 4, sedangkan komunikasi WOM negatif tergolong dalam level minus 1 hingga minus 4.&quot;&gt;Positive WOM communication falls into tiers or levels plus 1 to plus 4, while negative WOM communication belong to the level of minus 1 to minus 4.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels of word of mouth communication (WOM) can be described as follows (Hughes (2005):&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;1.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels of minus 4&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels of minus 4 describes a condition or state of talks about a product or a company that involves many people who complain or kornplain. &lt;/span&gt;&lt;span title=&quot;Pada tingkatan ini sering disebut pula sebagai skandal publik yang berarti bahwa semua orang bergerak secara aktif untuk mencari tahu dan memberikan saran untuk tidak menggunakan produk atau jasa dari perusahaan yang bersangkutan.&quot;&gt;At this level are often referred to as a public scandal, which means that all the people moving actively to seek out and advise not to use products or services of their respective companies. &lt;/span&gt;&lt;span title=&quot;Keadaan ini dapat memberikan dampak buruk terhadap produk bahkan perusahaan yang bersangkuan, apabila tidak segera dilakukan tindakan antisipatif dari pihak internal yakni perusahaan.&quot;&gt;This situation could adversely impact the company&#39;s products bersangkuan even if no immediate action that is anticipatory of internal party companies.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;2.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Minus 3 levels&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Rate minus 3 describes the condition or circumstances regarding the use of a product or service that is experienced by individuals who continued with the provision of advice to other individuals not to use the product or service in question. &lt;/span&gt;&lt;span title=&quot;Tingkat ini berbeda dengan tingkat minus 4 karena belum mencapai skandal publik.&quot;&gt;Level is different from the level of minus 4 because it has not reached a public scandal.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;3.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Depth minus 2&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Level minus 2 describes the condition or state of dissatisfaction experienced by individuals associated with the use of the product or service. &lt;/span&gt;&lt;span title=&quot;Ketidakpuasan dalam tingkat ini tidak ditunjukkan secara nyata dalam arti bahwa individu yang bersangkutan akan memilih diam apabila tidak ditanya terkait dengan produk yang bersangkutan, namun ketidakpuasan akan ditunjukkan secara nyata apabila individu yang bersangkutan dimintai pendapat terkait dengan produk yang sama.&quot;&gt;Dissatisfaction in this level is not indicated clearly in the sense that the individual concerned will not remain silent when asked a question related to the product, but dissatisfaction is shown clearly when the individual consulted associated with the same product.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;4.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels minus 1&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Rate minus 1 describes the condition or circumstances of the individuals who make complaints against a product or service indirectly. &lt;/span&gt;&lt;span title=&quot;Kendati tidak aktif, kondisi ini masih tergolong dalam komunikasi WOM negatif, sehingga perlu dilakukan usaha pemasaran yang lebih baik untuk meminimalkan WOM yang bersifat negatif.&quot;&gt;Although not active, the condition is still classified in negative WOM communication, so it needs to do a better marketing effort to minimize negative WOM.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;5.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels of 0&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Level 0 in WOM communication describes the condition or circumstances of the individual who uses a product or service without complaint or complaint or indicates satisfaction.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;6.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels plus 1&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Rate plus 1 illustrates the conditions or individual circumstances that indicate satisfaction gained in using a product or service by commenting that good or positive about the product or service.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;7.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels plus 2&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Level 2 in the drawing WOM communication conditions or individual circumstances that indicate its satisfaction for a product or service by providing a good or positive comments with great interest. &lt;/span&gt;&lt;span title=&quot;Pada tingkatan ini, strategi pemasaran konvensional kurang memberikan kontribusi yang berarti karena pada tingkat ini dibutuhkan suatu akomodasi situasi agar setiap individu tetap membicarakan keunggulan dari produk yang bersangkutan.&quot;&gt;At this level, the conventional marketing strategies contributed less meaningful because at this level need an accommodation to any individual situation still talk about the benefits of the product concerned.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;8.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels plus 3&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Level 3 describes the condition or circumstances of the individual who tried to convince other people about the advantages of a product or service or in other words, individuals try to convince other people that a particular product or service has a very good quality.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;9.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Levels plus 4&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Level 4 in WOM communication is the level or the highest level in this kind of positive WOM communication. &lt;/span&gt;&lt;span title=&quot;Pada tingkat ini menggambarkan kondisi individu yang membicarakan keunggulan suatu produk atau jasa secara terus-menerus yang berarti bahwa individu tersebut memperoleh kepuasan dalam menggunakan produk atau jasa yang bersangkutan.&quot;&gt;At this level describes the condition of individuals who talk about the benefits of a product or service on an ongoing basis which means that the individual obtains satisfaction in using the product or service in question. &lt;/span&gt;&lt;span title=&quot;Dalam tingkatan ini, perusahaan harus mampu mempertahankan kepuasan konsumen atau pelanggan karena apabila konsumen atau pelanggan merasa tidak dipenuhi harapannya, maka tingkatan ini akan dapat berubah menjadi jenis komunikasi WOM negatif.&quot;&gt;In this stage, companies must be able to maintain customer satisfaction or if the consumer or customer because the customer was not met his expectations, then this level will be turned into a kind of negative WOM communication.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/8757376770845337483/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/types-and-levels-of-communication-word.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8757376770845337483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8757376770845337483'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/types-and-levels-of-communication-word.html' title='Types and Levels of Communication Word of Mouth (WOM)'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-5230738159498665211</id><published>2012-07-24T00:14:00.002-07:00</published><updated>2012-07-24T00:14:00.563-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Understanding Communication Word of Mouth (WOM)</title><content type='html'>&lt;div style=&quot;font-family: inherit; 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&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The term communication comes from the Latin stage, namely commimicalio, derived from communis, which means the same. &lt;/span&gt;&lt;span title=&quot;Misalkan, jika dua orang bercakap-cakap, maka percakapan tersebut dikatakan komunikatif jika keduanya, selain mengerti bahasa yang digunakan, juga mengerti makna dari bahan yang dipercakapkan (Onong, 2001).&quot;&gt;For example, if two people conversing, the conversation is said to be communicative if both, in addition to understand the language used, as well as understand the meaning of material dipercakapkan (Onong, 2001).&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Communicative communication is needed in building a good relationship between individuals within families and communities. &lt;/span&gt;&lt;span title=&quot;Demikian halnya dalam setiap organisasi, bahwa komunikasi merupakan hal yang amat penting sebagai sarana efektif dalam memajukan dan mengembangkan organisasi yang bersangkutan.&quot;&gt;Similarly, in every organization, that communication is very important as an effective tool in promoting and developing the organizations concerned. &lt;/span&gt;&lt;span title=&quot;Di sini, komunikasi organisasi mencakup informasi yang disalurkan secara formal dari atasan kepada bawahan (downward communication) dari bawahan kepada atasan (upward communication), antara teman kerja (horizontal communication) atau di antara para atasan maupun di antara bawahan dalam unit yang berbeda dalam suatu&quot;&gt;Here, organizational communication includes information from the employer formally distributed to the subordinate (downward communication) from subordinates to superiors (upward communication), the co-worker (horizontal communication) or between superiors and subordinates in the different units in a &lt;/span&gt;&lt;span title=&quot;organisasi (cross channel communication).&quot;&gt;organization (cross channel communication).&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Related to communication that exist in an organization, according to Hoskins (2007) views of the nature of communication among them is word of mouth communication or oral communication. &lt;/span&gt;&lt;span title=&quot;Menurutnya, komunikasi ini dibutuhkan untuk kepentingan internal dan eksternal organisasi.&quot;&gt;According to him, communication is necessary for the internal and external organizations. &lt;/span&gt;&lt;span title=&quot;Komunikasi untuk kepentingan internal adalah sebagai alat koordinasi, mengontrol, setiap kegiatan atau aktivitas dalam organisasi baik individu maupun secara komunal (bersama) di tingkat manajemen dan di level staf atau karyawan.&quot;&gt;Communication for internal purposes is as a means of coordination, control, any activity or activities in the organization of individuals and communally (together) at the management level and at the level of staff or employees. &lt;/span&gt;&lt;span title=&quot;Di sini, organisasi menurut Hoskins (2007) berfungsi sebagai wadah interaksi secara langsung yang mensyaratkan komunikasi word of mouth yakni adanya bentuk kerjasama antara dua orang atau lebih dalam mencapai tujuan yang hendak dicapai bersama.&quot;&gt;Here, the organization according to Hoskins (2007) serves as a forum for direct interaction that requires word of mouth communication that is a form of cooperation between two or more people in achieving the objectives to be achieved together. &lt;/span&gt;&lt;span title=&quot;Hal ini memperlihatkan bahwa setiap aktivitas yang terjadi dalam organisasi merupakan interaksi antar anggota organisasi secara langsung yang salah satunya melalui komunikasi word of mouth.&quot;&gt;This suggests that any activity that occurs in organizations is the interaction between members of the organization directly to one of them through word of mouth communications. &lt;/span&gt;&lt;span title=&quot;Dengan komunikasi tersebut, suatu organisasi menjadi hidup dan berkembang secara dinamis.&quot;&gt;With the communication, an organization alive and growing dynamically. &lt;/span&gt;&lt;span title=&quot;Organisasi tanpa suatu komunikasi, akan mengakibatkan segala aktivitas akan terhenti.&quot;&gt;Organization without a communication, will lead all activity stops.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Meanwhile, word of mouth communication to external stakeholders by Hoskins (2007) aims to establish relationships with other organizations or parties concerned. &lt;/span&gt;&lt;span title=&quot;Suatu organisasi penting menjalin hubungan dengan organisasi di luar dirinya.&quot;&gt;An important organizational relationships with organizations outside of himself. &lt;/span&gt;&lt;span title=&quot;Dalarn usaha menjalin kerjasama tersebut, komunikasi melalui word of mouth akan menjadi lebih efektif untuk menjalin ikatan yang baik dengan pihak organisasi Iain karena akan dapat membangun ikatan emosional yang kuat.&quot;&gt;Dalarn business cooperation, the communication through word of mouth will be more effective to establish a good bond with the organization because Iain will be able to build a strong emotional bond.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Kotler &amp;amp; Keller (2007) suggests that word of mouth Communication (WOM) or by word of mouth communication is a communication process for the provision of advice either individually or in groups for a product or service that aims to provide personal information. &lt;/span&gt;&lt;span title=&quot;Komunikasi dari mulut ke mulut merupakan salah satu saluran komunikasi yang sering digunakan oleh perusahaan yang memproduksi baik barang maupun jasa karena komunikasi dan mulut ke mulut (word of mouth) dinilai sangat efektif dalam memperlancar proses pemasaran dan mampu memberikan keuntungan kepada perusahaan.&quot;&gt;Communication by word of mouth is one of the channels of communication that is often used by companies that produce both goods and services for communications and word of mouth (word of mouth) is considered very effective in expediting the process of marketing and be able to provide benefits to the company. &lt;/span&gt;&lt;span title=&quot;Menurut Kotler &amp;amp; Keller (2007), saluran komunikasi personal yang berupa ucapan atau perkataan dari mulut ke mulut (word of mouth) dapat menjadi metode promosi yang efektif karena pada umumnya disampaikan dari konsumen oleh konsumen dan untuk konsumen, sehingga konsumen atau pelanggan yang puas dapat&quot;&gt;According to Kotler &amp;amp; Keller (2007), personal communication channel in the form of greeting or word of mouth (word of mouth) may be an effective method of promotion because it is generally delivered from consumers by consumers and for consumers, so consumers or customers can be satisfied &lt;/span&gt;&lt;span title=&quot;menjadi media iklan bagi perusahaan.&quot;&gt;to media advertising for the company. &lt;/span&gt;&lt;span title=&quot;Di samping itu, saluran komunikasi personal word of mouth tidak membutuhkan biaya yang besar karena dengan melalui pelanggan yang puas, rujukan atau referensi terhadap produk hasil produksi perusahaan akan lebih mudah tersebar ke konsumen-konsumen lainnya (Kotler &amp;amp; Keller, 2007).&quot;&gt;In addition, personal communications channels of word of mouth, is relatively large due to the through satisfied customers, referrals or references to products of the company&#39;s production will be more easily spread to other consumers (Kotler &amp;amp; Keller, 2007).&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;In line with the previous opinion, Siverman (2001) suggests the effectiveness of word of mouth communication (WOM) is inseparable from the nature of the communication which he defines as follows: &quot;A form of interpersonal communication consumers Concerning Their personal experiences with a firm or a product&quot;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;From the above definition, Siverman (2001) argues that communication is word of mouth (WOM) is an interpersonal communication that occurs between individuals one individual to another based on the experience possessed by each individual to a company or product either in the form of goods or &lt;/span&gt;&lt;span title=&quot;jasa.&quot;&gt;services. &lt;/span&gt;&lt;span title=&quot;Mendukung pendapat Siverman, Hughes (2005) mengemukakan hal yang sama bahwa komunikasi word of mouth (WOM) merupakan komunikasi interpersonal yang efektif dalam mempengaruhi sikap seseorang seperti dalam menyampaikan informasi seputar produk atau jasa seperti yang terkandung dalam definisi komunikasi word of mouth berikut ini: &amp;quot;&quot;&gt;Support the notion Siverman, Hughes (2005) suggested the same thing that the word of mouth communication (WOM) is an effective interpersonal communication in affecting a person&#39;s attitude as in conveying information about products or services as contained in the definition of word of mouth communication as follows: &quot; &lt;/span&gt;&lt;span title=&quot;Communication about products and service&#39; between people who are perceived to he independent of the company providing the product or services, ma medium perceived to be independent of the conipanv&amp;quot;.&quot;&gt;Communication about products and service &#39;Between WHO people are perceived to he independent of the company Providing the product or services, ma medium perceived to be independent of the conipanv &quot;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Based on the above quote can be interpreted that communication is word of mouth (WOM) is an interpersonal communication between or among individuals about a product or service, with status as a party that has no ties with the companies that produce goods or services. &lt;/span&gt;&lt;span title=&quot;Dengan kata lain, berperan sebagai konsumen atau pelanggan dari suatu perusahaan atau produk tertentu Hughes (2005).&quot;&gt;In other words, act as consumers or customers of a particular company or product Hughes (2005).&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/5230738159498665211/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/understanding-communication-word-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5230738159498665211'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5230738159498665211'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/understanding-communication-word-of.html' title='Understanding Communication Word of Mouth (WOM)'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-8122586495649589846</id><published>2012-07-23T00:11:00.003-07:00</published><updated>2012-07-23T00:24:54.603-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Transformational Leadership Style</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;The word leadership certainly is not foreign to our ears, the word transformational probably unfamiliar to the ear most people (if the transformer must have a lot to know ... :D). &lt;/span&gt;&lt;span title=&quot;Nah...berikut ini akan disampaikan beberapa pengertian kepemimpinan transformasional oleh beberapa ahli.&quot;&gt;Well ... the following will present some understanding of transformational leadership by some experts.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Yulk (1994: 11) says that the leadership (leadership) is the process by which individuals influence other group members to achieve organizational goals. &lt;/span&gt;&lt;span title=&quot;Sedangkan menurut Robbins (2001) kepemimpinan adalah hubungan antara seseorang dengan orang lain.&quot;&gt;Meanwhile, according to Robbins (2001) leadership is a relationship between a person with another person. &lt;/span&gt;&lt;span title=&quot;Pemimpin mampu mempengaruhi orang lain agar bersedia bekerja sama dalam tugas-tugas yang berkaitan untuk mencapai apa yang diinginkan.&quot;&gt;Leaders are able to influence others to be willing to work together on tasks related to achieving what is desired.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;A research body in his research found several variations of this model for understanding leadership. &lt;/span&gt;&lt;span title=&quot;Beberapa keterangan kecil teori sangat berguna dalam riset tersebut dan menemukan Multifactor Model of Leadership, Bass, Yamarino, &amp;amp; Hater (dalam Corrigan et.al, 2002).&quot;&gt;Some small details are very useful in theoretical research and find a multifactor model of Leadership, Bass, Yamarino, &amp;amp; Hater (in Corrigan et.al, 2002). &lt;/span&gt;&lt;span title=&quot;Dalam model ini kepemimpinan transformasional dikemukakan sebagai pemimpin yang efektif menolong anggota kelompoknya yaitu bawahannya untuk mengubah bentuk program dan mengembangkan kebutuhan para anggota mereka.&quot;&gt;In this model of transformational leadership put forward as an effective leader helps members of the group that is subordinate to change the shape of the program and develop the needs of their members. &lt;/span&gt;&lt;span title=&quot;Tujuan kepemimpinan transformasional dicapai melalui karisma, inspirasi, intelektual stimulant, dan pertimbangan individu untuk kepentingan bawahan.&quot;&gt;Transformational leadership goals achieved through charisma, inspiration, intellectual stimulant, and individual consideration to the interests of subordinates.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;In Bernard Bass (1990), transformational leadership is a form of leadership where the leader is able to expand and improve working interest in their subordinates, the leadership system in which its leaders are capable of triggering sensitivity and acceptance of corporate vision, mission and goals, and where its leaders have control over their subordinates so that subordinates- &lt;/span&gt;&lt;span title=&quot;bawahan mampu menggali potensi mereka masing-masing demi kemajuan perusahaan/ kelompok tersebut.&quot;&gt;subordinates are able to explore their potential for the progress of each company / group.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;According to Burns (in Gardner and Stough, 2002). &lt;/span&gt;&lt;span title=&quot;Kepemimpinan transformasional dalam arti lain adalah proses memotivasi bawahan dengan cara yang menarik untuk meningkatkan tujuan dan nilai moral.&quot;&gt;Transformational leadership in the other sense is the process of motivating subordinates in an attractive way to enhance the goals and values. &lt;/span&gt;&lt;span title=&quot;Kepemimpinan transformasional juga didefinisikan dan diartikan sebagai suatu pandangan untuk organisasi dan kemudian memberikan inspirasi kepada bawahan untuk ikut berperan dalam membangkitkan pandangan tersebut.&quot;&gt;Transformational leadership is also defined and interpreted as a vision for the organization and then inspire subordinates to participate in generating this view.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Leaders often review and make corrections to the performance of their subordinates and the leader has full control in running their organization. &lt;/span&gt;&lt;span title=&quot;Dalam hal ini kepemimpinan transformasional menjadi penting dalam kelangsungan hidupnya.&quot;&gt;Transformational leadership in this regard to be important in survival. &lt;/span&gt;&lt;span title=&quot;Berdasarkan penelitian dari Olga Epitropaki, sistem kepemimpinan transformasional menunjukkan bahwa:&quot;&gt;Based on the research of Olga Epitropaki, the system shows that transformational leadership:&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Can significantly improve organizational performance&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Have a positive impact on long-term sales and customer satisfaction&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Enhance organizational commitment of subordinates&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Increase the confidence of employees and corporate behavior (organizational citizenship Behaviours)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Improve employee satisfaction with work and leadership&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Reduce the pressure of work and improve the welfare of employees&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;According to Robbins (2001) transformational leadership is a leader who can inspire their employees to better prioritize the progress of the organization rather than self-interest, giving attention both to employees and be able to change the consciousness of its employees in looking at old problems in new ways.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Transformational leadership is defined as involving a change of leadership in organizations. &lt;/span&gt;&lt;span title=&quot;Kepemimpinan ini juga didefinisikan sebagai kepemimpinan membutuhkan tindakan motivasi para bawahan agar bersedia bekerja demi sasaran-sasaran tingkat tinggi yang dianggap melampaui kepentingan pribadinya pada saat itu.&quot;&gt;Leadership is also defined as an act of leadership requires the motivation of subordinates in order to be willing to work for high-level goals are considered to be beyond his personal interests at the time. &lt;/span&gt;&lt;span title=&quot;Kepemimpinan transformasional inilah yang sesungguhnya diartikan sebagai kepemimpinan sejati, karena kepemimpinan ini sungguh bekerja menuju sasaran pada tindakan mengarahkan organisasi kepada suatu tujuan yang tidak pernah diraih sebelumnya.&quot;&gt;Transformational leadership are indeed interpreted as true leadership, because leadership is really working towards the goal of the act of directing the organization to a destination that never achieved before. &lt;/span&gt;&lt;span title=&quot;(Locke dalam Yanto 2004).&quot;&gt;(Locke in Yanto 2004).&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/8122586495649589846/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/transformational-leadership-style.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8122586495649589846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8122586495649589846'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/transformational-leadership-style.html' title='Transformational Leadership Style'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-596067507650753487</id><published>2012-07-23T00:05:00.001-07:00</published><updated>2012-07-23T00:07:35.074-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Operation Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Organizational Citizenship Behavior (OCB)</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Organizational Citizenship Behavior (OCB) is the contribution of individuals who exceed tuntuntan roles in the workplace and in the acquisition of performance-reward task. &lt;/span&gt;&lt;span title=&quot;OCB ini melibatkan perilaku meliputi perilaku menolonh orang lain, menjadi volunteer untuk tugas-tugas ekstra, patuh terhadap aturan dan prosedur-prosedur di tempat kerja.&quot;&gt;OCB included behaviors include menolonh behavior of others, to volunteer for extra tasks, adherence to rules and procedures in the workplace. &lt;/span&gt;&lt;span title=&quot;Perilaku ini menunjukan adanya nilai lebih dari karyawan.&quot;&gt;This behavior indicates the existence of more value than employees.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Organ (1988) defines OCB as individual behaviors that are free and are not directly related to the reward system and can improve the functioning of the organization afaktif. &lt;/span&gt;&lt;span title=&quot;Menurut Organ (1990), organisasional citizenship behavior terdiri dari lima dimensi kunci: altruism, civic virtue, conscientiousness, courtesy, and sportsmanship.&quot;&gt;According to Organ (1990), organizational citizenship behavior consists of five key dimensions: altruism, civic virtue, conscientiousness, courtesy, and sportsmanship. &lt;/span&gt;&lt;span title=&quot;Beberapa peneliti telah mengemukakan variasi-variasi dari kerangka kerja ini, akan tetapi lima hal ini adalah dimensi yang paling umum dipakai dalam literatur bisnis (Organ &amp;amp; Ryan, 1995).&quot;&gt;Some researchers have proposed variations of this framework, but this is the dimension of the five most commonly used in business literature (Organ &amp;amp; Ryan, 1995).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Organizational Citizenship Behavior Dimensions dimension&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;1.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Altruism (concern)&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Is defined as taking over &quot;voluntary actions that help others with problems related to work&quot; (Podsakoff &amp;amp; MacKenzie, 1994, p. 351). &lt;/span&gt;&lt;span title=&quot;Hal ini mengacu pada mengambil waktu dari jadwal pribadi sesorang dan untuk memberikan pertolongan kepada seseorang yang membutuhkan.&quot;&gt;This refers to taking time out of someone and personal schedule to provide help to someone in need. &lt;/span&gt;&lt;span title=&quot;Altruism diantara karyawan dapat berupa membantu karyawan lain yang pekerjaannya overload.&quot;&gt;Altruism among employees can be a help to other employees who work overload.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;2.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Civic virtue&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Characterize a person who &quot;participated in and care about corporate life&quot;. &lt;/span&gt;&lt;span title=&quot;(Podsakoff &amp;amp; MacKenzie, 1994, p. 351).&quot;&gt;(Podsakoff &amp;amp; MacKenzie, 1994, p. 351). &lt;/span&gt;&lt;span title=&quot;Komitmen antusias terhadap organisasi ini meliputi menghadiri pertemuan atau peran yang sebenarnya merupakan pilihan atau sukarela, mencari cara untuk meningkatkan cara perusahaan beroperasi, atau mengawasi lingkungan perusahaan untuk kesempatan atau ancaman.&quot;&gt;Enthusiastic commitment to the organization include a meeting or an actual role or voluntary choice, looking for ways to improve the way businesses operate, or oversee the corporate environment for opportunities or threats.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;3.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Conscientiousness (Awareness)&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Refers to placing a priority on &quot;the presence, use of work time, and support for a wide range of regulations that exceed any minimum standards set forth&quot; (Organ, 1990, p. 47). &lt;/span&gt;&lt;span title=&quot;Seseorang yang sadar akan tanggung jawabnya secara sukarela mengambil tanggung jawab ekstra, tepat waktu, menempatkan kepentingan pada keterperincian dan kualitas tugas, dan secara umum mengerjakan “diatas dan jauh melebihi” panggilan tugas.&quot;&gt;A person who is conscious of its responsibilities voluntarily take extra responsibility, on time, putting the interests of the keterperincian and quality of work, and generally doing &quot;far above and beyond&quot; the call of duty. &lt;/span&gt;&lt;span title=&quot;Karyawan yang sadar akan tanggung jawabnya dapat tiba lebih awal, sehingga siap bekerja pada saat jadwal kerja dimulai.&quot;&gt;Employees who are aware of its responsibility to arrive early, so it&#39;s ready to work when schedule starts working.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: blue; font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;4.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Courtesy (politeness)&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;font-family: inherit; line-height: 150%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Include involvement in the &quot;action to prevent the problems associated with the work and the other&quot; (Podsakoff &amp;amp; MacKenzie, 1994, p. 351), showing body language or careful consideration of others, or &quot;check&quot;, or &lt;/span&gt;&lt;span title=&quot;“mengenali” orang lain sebelum mengambil tindakan yang akan mempengaruhi kerja mereka” (Organ, 1990, p. 47).&quot;&gt;&quot;recognize&quot; others before taking actions that will affect their work &quot;(Organ, 1990, p. 47). &lt;/span&gt;&lt;span title=&quot;Tindakan sopan dapat termasuk berkomunikasi secara teratur dengan rekan-rekan kerja sehingga mereka tidak terkejut ketika peristiwa-peristiwa gagal membuka jalan yang mereka harapkan.&quot;&gt;Act of courtesy can include communicate regularly with colleagues so that they are not surprised when events fail to open the way they expected.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/596067507650753487/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/organizational-citizenship-behavior-ocb.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/596067507650753487'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/596067507650753487'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/organizational-citizenship-behavior-ocb.html' title='Organizational Citizenship Behavior (OCB)'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-9164074679010843375</id><published>2012-07-16T20:38:00.001-07:00</published><updated>2012-07-22T23:46:31.284-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Operation Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>The Effect Of Implementation Of Product Realization in ISO 9001:2008 Quality Management System For Learning Student Achievement</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;longtext&quot;&gt;&lt;span style=&quot;background: none repeat scroll 0% 0% white;&quot;&gt;Abstract&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The purpose of this study were to: (1) Determine the significance of the influence of the implementation of Product Realization in ISO 9001:2008 Quality Management System which consists of six sub-variables: planning product realization, customer-related processes, design and development, purchasing, production and service provision, and control monitoring and measuring equipment together toward student achievement. (2) Determine the significance of variables influence the planning of product realization of student achievement. (3) Knowing the significance of the influence of process variables associated with the customer on student achievement. (4) Determine the significance of variables influence the design and development of student achievement. (5) Knowing the significance of variables influence the purchase of student achievement. (6) Knowing the significance of variables influence the production and service provision on student achievement. (7) Knowing the significance of control variables influence the monitoring and measurement equipment to student achievement.&lt;/span&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Determination of the number of samples using the slovin formula and obtained a sample of 49 teachers. Data collection techniques used were questionnaires and documentation techniques. The data analysis technique used is multiple regression analysis.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Based on the results of this study can be concluded that: (1) There is a significant positive effect between the variable implementation of Product Realizayion in ISO 9001:2008 Quality Management System which includes planning product realization, customer-related processes, design and development, purchasing, production and service provision, control equipment monitoring and measurement jointly toward learning achievement. This is indicated by the probability value 0.000 &amp;lt;0.05. (2) There is a significant positive effect between the variables of product realization planning on student achievement. This is indicated by the probability value 0.000 &amp;lt;0.05. (3) There is a significant positive effect between process variables associated with the customer on student achievement.This is indicated by the probability value 0.000 &amp;lt;0.05. (4) There is a significant positive effect between design variables and the development of student achievement.This is indicated by the probability value 0.000 &amp;lt;0.05. (5) There is a significant positive effect between the variables of student achievement. This is indicated by the probability value 0.000 &amp;lt;0.05. (6) There is a significant positive effect between the variables of production and service provision on student achievement. This is indicated by the probability value 0.000 &amp;lt;0.05. (7) There is a significant positive effect between variables controlling monitoring and measurement equipment to student achievement. This is indicated by the probability value 0.000 &amp;lt;0.05.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Download full article? Contact us &lt;span style=&quot;color: black;&quot;&gt;at&lt;/span&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt; iro.maruto@gmail.com &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/9164074679010843375/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/effect-of-implementation-of-product.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/9164074679010843375'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/9164074679010843375'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/effect-of-implementation-of-product.html' title='The Effect Of Implementation Of Product Realization in ISO 9001:2008 Quality Management System For Learning Student Achievement'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-1552552412770991026</id><published>2012-07-16T20:29:00.001-07:00</published><updated>2012-07-16T20:32:00.374-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Education"/><category scheme="http://www.blogger.com/atom/ns#" term="Learning Model"/><title type='text'>Definition and Types of Learning Model</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Definisi Model Pembelajaran&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;Definition of Learning Model&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Winataputra dalam Sugiyanto (2008) mengemukakan bahwa model pembelajaran adalah kerangka konseptual yang melukiskan prosedur yang sistematis dalam mengorganisasikan pengalaman belajar untuk mencapai tujuan belajar tertentu dan berfungsi sebagai pedoman bagi para pencanang pembelajaran dan para pengajar dalam mencanangkan dan melaksanakan aktivitas pembelajaran.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Winataputra dalam Sugiyanto (2008) mengemukakan bahwa model pembelajaran adalah kerangka konseptual yang melukiskan prosedur yang sistematis dalam mengorganisasikan pengalaman belajar untuk mencapai tujuan belajar tertentu dan berfungsi sebagai pedoman bagi para pencanang pembelajaran dan para pengajar dalam mencanangkan dan melaksanakan aktivitas pembelajaran.&quot;&gt;Winataputra  in Sugiyanto (2008) suggests that the learning model is a conceptual  framework that describes a systematic procedure in organizing learning  experiences to achieve specific learning objectives and serves as a  guide for learning and the crier proclaimed and teachers in implementing  the learning activities.&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Jenis-jenis Model Pembelajaran&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Jenis-jenis Model Pembelajaran&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;Types of Learning Model&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Sugiyanto (2008) mengemukakan bahwa ada banyak model pembelajaran yang dikembangkan oleh para ahli dalam usaha mengoptimalkan hasil belajar siswa.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Sugiyanto (2008) mengemukakan bahwa ada banyak model pembelajaran yang dikembangkan oleh para ahli dalam usaha mengoptimalkan hasil belajar siswa.&quot;&gt;Sugiyanto  (2008) suggests that there are many learning model developed by experts  in an effort to optimize student learning outcomes. &lt;/span&gt;&lt;span title=&quot;Model pembelajaran tersebut antara lain terdiri dari:&quot;&gt;The learning model is comprised of:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran tersebut antara lain terdiri dari:&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span title=&quot;1.&quot;&gt;1. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Model Pembelajaran Kontekstual&quot;&gt;&lt;b&gt;Contextual Learning Model&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Model pembelajaran kontekstual merupakan konsep belajar yang mendorong guru untuk menghubungkan antara materi yang diajarkan dengan situasi dunia nyata siswa.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran kontekstual merupakan konsep belajar yang mendorong guru untuk menghubungkan antara materi yang diajarkan dengan situasi dunia nyata siswa.&quot;&gt;Contextual  learning model is the concept of learning that encourages teachers to  link between the material being taught to the students real-world  situations. &lt;/span&gt;&lt;span title=&quot;Pembelajaran ini juga mendorong siswa membuat hubungan antara pengetahuan yang dimilikinya dan penerapannya dalam kehidupan mereka sehari-hari.&quot;&gt;This study also encourages students make connections between knowledge and its application in their daily lives. &lt;/span&gt;&lt;span title=&quot;Pengetahuan dan keterampilan siswa diperoleh dari usaha siswa mengkonstruksi sendiri pengetahuan dan keterampilan baru ketika siswa belajar.&quot;&gt;Knowledge and skills gained from the efforts of students to construct their own knowledge and skills as students learn.&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span title=&quot;2.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b&gt;&lt;span title=&quot;2.&quot;&gt;2. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Model Pembelajaran Kooperatif&quot;&gt;&lt;b&gt;Cooperative Learning Model&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Model pembelajaran kooperatif merupakan pendekatan pembelajaran yang berfokus pada penggunaan kelompok kecil siswa untuk bekerja sama dalam memaksimalkan kondisi belajar untuk mencapai tujuan belajar.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran kooperatif merupakan pendekatan pembelajaran yang berfokus pada penggunaan kelompok kecil siswa untuk bekerja sama dalam memaksimalkan kondisi belajar untuk mencapai tujuan belajar.&quot;&gt;Model  of cooperative learning is a learning approach that focuses on the use  of small groups of students to work together in maximizing the learning  conditions for achieving learning objectives.&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span title=&quot;3.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b&gt;&lt;span title=&quot;3.&quot;&gt;3. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Model Pembelajaran Kuantum&quot;&gt;&lt;b&gt;Quantum Learning Model&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Model pembelajaran kuantum merupakan rakitan dari berbagai teori atau pandangan psikologi kognitif dan pemrograman neurologi yang jauh sebelumnya sudah ada.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran kuantum merupakan rakitan dari berbagai teori atau pandangan psikologi kognitif dan pemrograman neurologi yang jauh sebelumnya sudah ada.&quot;&gt;Quantum  Learning model is an assembly of various theories or views of cognitive  psychology and neurology that much programming already exist.&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span title=&quot;4.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b&gt;&lt;span title=&quot;4.&quot;&gt;4. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Model Pembelajaran Terpadu&quot;&gt;&lt;b&gt;Integrated Learning Model&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Model pembelajaran terpadu merupakan pembelajaran yang memungkinkan siswa baik secara individual maupun kelompok aktif mencari, menggali, dan menemukan konsep serta prinsip secara holistik.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran terpadu merupakan pembelajaran yang memungkinkan siswa baik secara individual maupun kelompok aktif mencari, menggali, dan menemukan konsep serta prinsip secara holistik.&quot;&gt;An  integrated learning model of learning that allows students both  individually and in groups of actively searching, digging, and found the  concepts and principles of holistic. &lt;/span&gt;&lt;span title=&quot;Pembelajaran ini merupakan model yang mencoba memadukan beberapa pokok bahasan.&quot;&gt;Learning is a model that tried to integrate several subjects.&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span title=&quot;5.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b&gt;&lt;span title=&quot;5.&quot;&gt;5. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Model Pembelajaran Berbasis Masalah (PBL)&quot;&gt;&lt;b&gt;Model Problem Based Learning (PBL)&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Model pembelajaran berbasis masalah (PBL) merupakan pembelajaran yang mengambil psikologi kognitif sebagai dukungan teoritisnya.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Model pembelajaran berbasis masalah (PBL) merupakan pembelajaran yang mengambil psikologi kognitif sebagai dukungan teoritisnya.&quot;&gt;Model of problem-based learning (PBL) is a cognitive psychology of learning that takes as its theoretical support. &lt;/span&gt;&lt;span title=&quot;Fokusnya tidak banyak pada apa yang sedang dikerjakan siswa tetapi pada apa yang siswa pikirkan selama mereka mengerjakannya.&quot;&gt;The focus is not much on what is being worked on students but on what students think as long as they do. &lt;/span&gt;&lt;span title=&quot;Guru memfungsikan diri sebagai pembimbing dan fasilitator sehingga siswa dapat belajar untuk berfikir dan menyelesaikan masalahnya sendiri.&quot;&gt;Enabling teachers themselves as mentors and facilitators so that students can learn to think and solve their own problems.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/1552552412770991026/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/definition-and-types-of-learning-model.html#comment-form' title='22 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/1552552412770991026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/1552552412770991026'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/definition-and-types-of-learning-model.html' title='Definition and Types of Learning Model'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>22</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-5070585917092238543</id><published>2012-07-16T09:20:00.002-07:00</published><updated>2012-07-16T09:20:27.936-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Operation Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Definition of Quality</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Quality is very important for an organization, be it non-educational organizations and educational organizations. Quality itself has various meanings, as proposed by some experts the following: According to the M. Juran N. Nasution (2001), matches the quality of a product is the use of the product (fitness for use) to meet the needs and customer satisfaction.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Crosby in M. N. Nasution (2001) stated that quality is conformance to requirements, which is in accordance with the requirements or standardized. A product has a quality in accordance with our quality standards have been determined. Quality standards including raw materials, production processes and finished products.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Another opinion by Stanley Sutrisno (2010:8) quality is a &quot;fit between the products or services produced by the organization&#39;s requirements or criteria set by the customer&quot;. While the National Standardization Agency (BSN) (2008) defines quality as the degree achieved by the inherent characteristics fulfill requirements.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: inherit; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;line-height: 150%;&quot;&gt;Based on the above understanding, it can be concluded that the quality of the fit between the products produced with the desired requirements of the customer so that customer satisfaction can be realized.&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/5070585917092238543/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/definition-of-quality.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5070585917092238543'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/5070585917092238543'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/07/definition-of-quality.html' title='Definition of Quality'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-4042265108767662289</id><published>2012-05-30T14:41:00.003-07:00</published><updated>2012-05-30T19:18:42.427-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing"/><title type='text'>What Actually Needs Consumers?</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Apa Sebenarnya yang Dibutuhkan Konsumen?&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Kita harus berhati-hati dengan apa yang dimaksud dengan kata “mencari apa yang dibutuhkan konsumen,” yang muncul dalam sebagian besar definisi pemasaran.&quot;&gt;We  must be careful with what is meant by the word &quot;looking for what the  consumer needs,&quot; which appear in most definitions of marketing. &lt;/span&gt;&lt;span title=&quot;Konsumen sebenarnya tidak terlalu mengerti apa yang mereka butuhkan.&quot;&gt;Consumers do not quite understand exactly what they need. &lt;/span&gt;&lt;span title=&quot;Apa yang sebenarnya mereka butuhkan adalah cara yang lebih baik dalam memecahkan permasalahan mereka, jadi, salah satu tugas utama pemasaran adalah untuk memahami konsumen dan permasalahan mereka secara mendalam sehingga kita dapat terus melakukan sesuatu yang dapat membuat hidup mereka menjadi lebih mudah.&quot;&gt;What  they really need is a better way to solve their problems, so, one of  the major tasks of marketing is to understand customers and their  problems in depth so that we can continue to do something that can make  their lives easier.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Apa yang sebenarnya mereka butuhkan adalah cara yang lebih baik dalam memecahkan permasalahan mereka, jadi, salah satu tugas utama pemasaran adalah untuk memahami konsumen dan permasalahan mereka secara mendalam sehingga kita dapat terus melakukan sesuatu yang dapat membuat hidup mereka menjadi lebih mudah.&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Berikut ini adalah beberapa bidang yang rancu sehubungan dengan pemasaran:&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;Here are some areas that overlap with respect to marketing:&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;1.&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Penjualan.&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;Sales&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;.&lt;/span&gt;&lt;/b&gt; &lt;/span&gt;&lt;span title=&quot;Seorang chief executive officer dengan bersemangat mengumumkan pada setiap orang di awal suatu seminar, “Kita hanya memiliki waktu sempit untuk melakukan pemasaran dalam perusahaan ini hingga penjualan mengalami peningkatan!” Kerancuan antara pemasaran dan penjualan masih tetap salah satu penghalang terbesar yang harus diatasi.&quot;&gt;A  chief executive officer excitedly announcing to everyone at the  beginning of a seminar, &quot;We only have a narrow time to do marketing in  the company until sales have increased!&quot; Confusion between marketing and  sales still remains one of the biggest obstacles to overcome.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span title=&quot;2.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Manajemen produk.&quot;&gt;&amp;nbsp;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&amp;nbsp; &lt;/span&gt;&lt;/li&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;266&quot; 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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;400&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit;&quot;&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: x-small; line-height: 115%;&quot;&gt;Consumers who are looking for / choose a product&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;li&gt;&lt;span title=&quot;Manajemen produk.&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;Product Management&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Kepercayaan bahwa segala sesuatu yang harus dilakukan perusahaan untuk berhasil adalah dengan memproduksi produk yang baik masih terus menyebar.&quot;&gt;The belief that everything a company needs to be done to succeed is to produce a good product still continues to spread. &lt;/span&gt;Beta  video cassette recorder from Sony, Apple&#39;s Macintosh computers,  aircraft Carcorde, and thousands of others who witnessed the miracle  product itself bankrupt investors or inventors is proof of this belief  wrong.&lt;span title=&quot;Periklanan.&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;Periklanan.&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;Advertising.&lt;/span&gt;&lt;/b&gt; &lt;/span&gt;&lt;span title=&quot;Ini adalah kerancuan lainnya yang popular.&quot;&gt;This is another popular confusion. &lt;/span&gt;&lt;span title=&quot;Sejarah perbisnisan dipenuhi dengan contoh-contoh seperi British Airways, yang sebelum merekrut manajemen professional memenangkan penghargaan atas iklannya yang brilian sementara gagal menjual produknya.&quot;&gt;Perbisnisan  history is filled with examples are like British Airways, which before  hire professional management of the award-winning ads are brilliant  while failing to sell its products. &lt;/span&gt;Embed advertising budget on an issue is a popular way to overcome the marketing problems that have been entrenched in.&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;4.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Layanan pelanggan.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot; title=&quot;Layanan pelanggan.&quot;&gt;Customer Service. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Sindrom “Selamat menikmati hari ini” sedang mengalami masa-masa puncaknya di berbagai negara.&quot;&gt;Syndrome &quot;Enjoy the day&quot; is going through a peak period in various countries. &lt;/span&gt;&lt;span title=&quot;Konsep ini dipopulerkan oleh Peters dan Waterman dalm bukunya In Search Excellence.&quot;&gt;The concept was popularized by Peters and Waterman&#39;s book In Search of Excellence preformance. &lt;/span&gt;&lt;span title=&quot;Banyak perusahaan yang saat ini mengetahui bahwa melatih setiap karyawan untuk berlaku baik pada konsumen tidak akan memotong banyak jika apa yang ditawarkan secara mendasar salah.&quot;&gt;Many  companies now recognize that the train each employee to apply both to  the consumer will not cut much if what is offered is fundamentally  wrong. &lt;/span&gt;&lt;span title=&quot;Misalnya, dalam kasus perusahaan kereta api Amtrak, walaupun konsumen senang diperlakukan baik, mereka merasa jauh lebih penting bagi mereka jika dapat diantar sampai ke tujuan dengan tepat waktu.&quot;&gt;For  example, in the case of the railway company Amtrak, although consumers  like to be treated well, they feel much more important to them if it can  be delivered to its destination on time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Misalnya, dalam kasus perusahaan kereta api Amtrak, walaupun konsumen senang diperlakukan baik, mereka merasa jauh lebih penting bagi mereka jika dapat diantar sampai ke tujuan dengan tepat waktu.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Menjual.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot; title=&quot;Menjual.&quot;&gt;Sell. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Menjual adalah salah satu aspek komunikasi dengan konsumen.&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;Selling is one aspect of communication with consumers.&lt;/span&gt;&lt;/b&gt; &lt;/span&gt;&lt;span title=&quot;Untuk mengatakan bahwa hanya itulah satu-satunya hal yang penting berarti mengabaikan pentingnya manajemen produk, penetapan harga, distribusi, dan bentuk-bentuk komunikasi lainnya dalam meraih penjualan yang menguntungkan.&quot;&gt;To  say that that was the only important thing is to ignore the importance  of product management, pricing, distribution, and other forms of  communication in achieving profitable sales. &lt;/span&gt;&lt;span title=&quot;Menjual adalah bagian dari proses di mana suatu transaksi benar-benar diputuskan.&quot;&gt;Selling is part of the process in which a transaction is totally disconnected. &lt;/span&gt;&lt;span title=&quot;Itu adalah puncak dari proses pemasaran, dan keberhasilan hanya mungkin jika semua elemen lain dari bauran pemasaran telah terlebih dahulu dikelola dengan baik.&quot;&gt;It  was the culmination of the marketing process, and success is only  possible if all other elements of the marketing mix has been managed  well in advance. &lt;/span&gt;&lt;span title=&quot;Bayangkan jika anda memiliki kuda tetapi tidak ada kakinya sama sekali.&quot;&gt;Imagine if you have a horse but no legs at all. &lt;/span&gt;&lt;span title=&quot;Semakin banyak perhatian diberikan untuk mengetahui apa yang dibutuhkan konsumen, membangun produk untuk memuaskan kebutuhan mereka, menetapkan harga yang sesuai dengan manfaat yang diberikan, menciptakan distribusi, dan berkomunikasi secara efektif dengan pasar sasaran, maka semakin mungkin kita saling bertukar kontrak melalui proses penjualan personal.&quot;&gt;More  and more attention is given to know what consumers need, build a  product to satisfy their needs, set the price according to the benefits  provided, creating a distribution, and communicate effectively with the  target market, the more likely we exchange contracts through a process  of personal selling.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/4042265108767662289/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/what-actually-needs-consumers.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/4042265108767662289'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/4042265108767662289'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/what-actually-needs-consumers.html' title='What Actually Needs Consumers?'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-2737089735656320761</id><published>2012-05-30T14:19:00.003-07:00</published><updated>2012-05-30T14:30:53.738-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing"/><title type='text'>Pareto Effect</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;Pareto&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;effect&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;phenomenon&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;commonly&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;observed&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;by&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;most of the companies&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in which&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a small&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customer gives&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;large&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;portion&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;total&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;sales&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;This is often&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;referred to as the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;rule of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;80/20&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;or the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Pareto&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;effect&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;of which about&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;20&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customers&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;contribute to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;about 80&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of sales&lt;/span&gt;.&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;A graph of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the proportion of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customers&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;who&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;provide&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a specific number&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of sales&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;can resemble&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the proportion of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the relationship&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;as depicted&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;on the display&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;3-1.&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;In the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;graph,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customers&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;are categorized into&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;groups&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;A,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;B&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;or&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;C&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;according to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the proportion of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;sales that&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;they provide&lt;/span&gt;. &lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;A&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customer&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;may&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;represent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;25&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;total&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;subscribers&lt;/span&gt;&lt;span class=&quot;&quot;&gt;, contributing&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;about 70&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;total&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;sales;&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;B&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customers&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;who&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;represent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;55&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;total&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;subscribers&lt;/span&gt;&lt;span&gt;, contributing&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;about 20&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;total&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;sales&lt;/span&gt;&lt;span&gt;, and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customer&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;C, which&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;represents about 20&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;total&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customer&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to contribute&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;rest&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is about 10&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent&lt;/span&gt;&lt;span class=&quot;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;font-family: inherit;&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;a 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&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;281&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;font-family: inherit;&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Display&lt;/span&gt;. &lt;/b&gt;&lt;span class=&quot;hps&quot;&gt;Pareto&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Effect&lt;/span&gt;: &lt;span class=&quot;hps&quot;&gt;Log&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Normal&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Distribution&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;Pareto&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;effect&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is found&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;all types of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;markets&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;from&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;industrial&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;capital&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;goods&lt;/span&gt;&lt;span class=&quot;&quot;&gt;, financial services&lt;/span&gt;, to the &lt;span class=&quot;hps&quot;&gt;consumer&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Facts&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;about the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;marketing&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;implications&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;this seems&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;clear:&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;marketers&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;need to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;focus efforts&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and programs&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;customers with&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;high&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;purchasing&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;One of the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;important&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;tasks&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in marketing planning&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;be able to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;choose the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;best&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;20&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;percent of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;your market&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;focus on it&lt;/span&gt;&lt;span class=&quot;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/2737089735656320761/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/pareto-effect.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/2737089735656320761'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/2737089735656320761'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/pareto-effect.html' title='Pareto Effect'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-8693487711131671770</id><published>2012-05-30T03:32:00.001-07:00</published><updated>2012-05-30T03:34:50.062-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing"/><title type='text'>Market Share</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Pangsa Pasar&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Sangat dekat dengan pertanyaan tentang perbedaan antara pelanggan dan konsumen adalah pertanyaan tentang seberapa besar pangsa pasar kita.&quot;&gt;Very close to the question about the difference between customers and consumers is the question of how big our market share. &lt;/span&gt;&lt;span title=&quot;Sebagian besar pelaku bisnis telah memahami bahwa ada hubungan lansung antara pangsa pasar yang relatif tinggi dan pengembalian atas investigasi yang tinggi.&quot;&gt;The  majority of business people have to understand that there is any direct  relationship between the relatively high market share and high return  on the investigation. &lt;/span&gt;&lt;span title=&quot;Adalah penting untuk berhati-hati mengenai bagaimana suatu pasar didefinisikan.&quot;&gt;It is important to be careful about how a market is defined. &lt;/span&gt;&lt;span title=&quot;Misalnya, SMH, suatu perusahaan Swiss, yang menjual berbagai merek jam, termasuk merek Omega dan Swatch yang terkenal.&quot;&gt;For example, SMH, a Swiss company, which sells a variety of brand watches, including Omega and Swatch brands famous. &lt;/span&gt;&lt;span title=&quot;Walaupun Omega dan Swatch sama-sama jam, mereka tidak berada di pasar yang sama.&quot;&gt;Although Omega and Swatch are equally hours, they were not in the same market. &lt;/span&gt;&lt;span title=&quot;Omega berada di pasar jam mewah, dan Swatch berada berada di pasar aksesori modis.&quot;&gt;Omega is located in the luxury watch market, and Swatch are located in the fashionable accessory market. &lt;/span&gt;&lt;span title=&quot;Definisi pasar yang tepat sangat penting bagi penghitungan pangsa pasar dan pertumbuhan pasar, spesifikasi pelanggan sasaran, konfirmasi ulang pesaing yang sebenarnya, dan yang paling penting, perumusan strategi pemasaran yang menyajikan keunggulan yang berbeda.&quot;&gt;Appropriate  market definition is crucial for the calculation of market share and  market growth, the target customers&#39; specifications, re-confirmation of  the actual competitors, and most importantly, the formulation of  marketing strategy that presents a distinct advantage.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Definisi pasar yang tepat sangat penting bagi penghitungan pangsa pasar dan pertumbuhan pasar, spesifikasi pelanggan sasaran, konfirmasi ulang pesaing yang sebenarnya, dan yang paling penting, perumusan strategi pemasaran yang menyajikan keunggulan yang berbeda.&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Aturan umum pendefinisian pasar adalah bahwa pasar merupakan agregasi dari seluruh produk yang dapat memuaskan kebutuhan yang sama.&quot;&gt;The general rule is that the market definition is an aggregation of all market products that can satisfy the same needs. &lt;/span&gt;&lt;span title=&quot;Misalnya, jasa katering internal perusahaan dianggap sebagai salah satu pilihan ketika tiba saatnya untuk makan siang di kantor.&quot;&gt;For example, internal catering services company is considered as one option when it comes time for lunch at the office. &lt;/span&gt;&lt;span title=&quot;Kebutuhan tersebut juga dapat dipuaskan di restoran umum, restoran siap saji, dan gerai makanan ringan.&quot;&gt;It also needs can be satisfied in a public restaurant, fast food restaurants and snack outlets. &lt;/span&gt;&lt;span title=&quot;Penekanan pada definisi tersebut, dengan demikian, jelas pada kata kebutuhan.&quot;&gt;Emphasis on the definition, thus, clearly the word need.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;span title=&quot;Adalah penting untuk dapat mencapai suatu keseimbangan antara pengertian pasar yang luas dengan suatu definisi pasar yang dapat dikelola.&quot;&gt;It  is important to be able to achieve a balance between understanding the  broad market with a market definition that can be managed. &lt;/span&gt;&lt;span title=&quot;Suatu definisi yang terlalu dangkal berdampak pada terhambatnya perusahaan dari peluang dan segmen baru yang dapat terbuka bagi usaha Anda.&quot;&gt;A  definition that is too superficial impact on the inhibition of the  company and the opportunities that may open a new segment for your  business. &lt;/span&gt;&lt;span title=&quot;Si sisi lain, definisi yang terlalu luas membuat perencanaan pemasaran menjadi tidak berarti sama sekali.&quot;&gt;The other hand, the definition is too broad to make a marketing plan does not mean at all. &lt;/span&gt;&lt;span title=&quot;Misalnya, stasiun pemancar TV dikatakan berada di pasar hiburan, yang ternyata juga berisi organisasi-organisasi hiburan lain, seperti teater, bioskop, dan taman hiburan, di samping yang lainnya.&quot;&gt;For  example, the TV station said to be in the entertainment market, which  turned out to also contain other entertainment organizations, such as  theaters, cinemas, and amusement parks, on the other side. &lt;/span&gt;&lt;span title=&quot;Ini adalh definisi yang cukup luas.&quot;&gt;It&#39;s a pretty broad definition adalh. &lt;/span&gt;&lt;span title=&quot;Oleh karena itu, akan lebih dapat dikelola jika stasiun pemancar TV, ketika mencoba mensegmentasi pasar mereka, untuk mendefinisikan pasar mereka sebagai pasar hiburan dan informasi rumah tangga.&quot;&gt;Therefore,  it would be more manageable if the TV station, while trying  mensegmentasi their markets, to define their market as the entertainment  market and household information. &lt;/span&gt;&lt;span title=&quot;Definisi ini selanjutnya dapar disarikan ke dalam pasar informasi dan hiburan rumah tangga bagi prasekolah, anak-anak, remaja, keluarga, atau dewasa.&quot;&gt;This  definition is further abstracted to impart information and  entertainment in the market for pre-school households, children, teens,  families, or adults.&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Untuk membantu menghitung pangsa pasar, definisi berikut dapat membantu:&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;Untuk membantu menghitung pangsa pasar, definisi berikut dapat membantu:&quot;&gt;To help calculate market share, the following definitions may help:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;&lt;span title=&quot;1.&quot;&gt;1. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Kelas Produk&quot;&gt;&lt;b style=&quot;color: #3d85c6;&quot;&gt;Product Class&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Rokok, komputer, bahan bakar, peralatan konstruksi berat.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;Rokok, komputer, bahan bakar, peralatan konstruksi berat.&quot;&gt;Cigarettes, computers, fuel, heavy construction equipment.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot; title=&quot;2.&quot;&gt;2. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Subkelas Produk&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;Product Subclass&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Filter, komputer personal, premium, buldozer.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;Filter, komputer personal, premium, buldozer.&quot;&gt;Filter, personal computer, premium, bulldozer.&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot; title=&quot;3.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot; title=&quot;3.&quot;&gt;3. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Merek Produk&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;Brand Products&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Marlboro, Compaq, Mobil, Caterpillar.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;Marlboro, Compaq, Mobil, Caterpillar.&quot;&gt;Marlboro, Compaq, Mobil, Caterpillar.&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Coke, sebagai suatu merek, untuk tujuan mengukur pangsa pasar, hanya tertarik pada agregat dari semua merek lain yang memuaskan grup kebutuhan konsumen yang sama.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;Coke, sebagai suatu merek, untuk tujuan mengukur pangsa pasar, hanya tertarik pada agregat dari semua merek lain yang memuaskan grup kebutuhan konsumen yang sama.&quot;&gt;Coke,  as a brand, for the purposes of measuring market share, is only  interested in the aggregate of all other brands that satisfy consumers&#39;  needs are the same group. &lt;/span&gt;&lt;span title=&quot;Akan tetapi, perusahaan Coca-Cola juga perlu waspada dengan trendpenjualan semua jenis minuman.&quot;&gt;However, Coca-Cola company also needs to be alert to trendpenjualan all kinds of drinks.&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Salah satu kesalahan yang paling sering terjadi yang dilakukan mereka yang tidak mengerti apa arti pangsa pasar sebenarnya adalah dengan mengasumsikan bahwa perusahaan mereka hanya memiliki pangsa pasar kelas produk atau subkelas yang kecil saja.jika suatu perusahaan berhasil dalam penjualannya, kemungkinan besar perusahaan tersebut memiliki pangsa yang&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;Salah satu kesalahan yang paling sering terjadi yang dilakukan mereka yang tidak mengerti apa arti pangsa pasar sebenarnya adalah dengan mengasumsikan bahwa perusahaan mereka hanya memiliki pangsa pasar kelas produk atau subkelas yang kecil saja.jika suatu perusahaan berhasil dalam penjualannya, kemungkinan besar perusahaan tersebut memiliki pangsa yang&quot;&gt;One  of the most common mistakes that they do not understand what the actual  market share is to assume that their company only has a market share of  product class or subclass of small saja.jika a successful enterprise in  sales, the company most likely has its share of the &lt;/span&gt;&lt;span title=&quot;lebih besar dalam salah satu segmen dari pasar yang labih luas di atas.&quot;&gt;greater in one segment of the market wide labih above. &lt;/span&gt;&lt;span title=&quot;Misalnya, Psion, suatu perusahaan di Inggris dengan penjualan tahunan sebesar $150 juta, memiliki pangsa yang tidak ada apa-apanya di pasar komputer.&quot;&gt;For example, Psion, a British company with annual sales of $ 150 million, a share that is not nothing in the computer market. &lt;/span&gt;&lt;span title=&quot;Namun, untuk komputer dengan berat kurang dari 1 kilogram, di tahun 1996, Psion memiliki pangsa pasar yang sangat mencengangkan, yaitu 34 persen dari total pasar dunia, yang membuatnya menjadi perusahaan nomor satu di dunia untuk segmen tersebut.&quot;&gt;However,  for computers with a weight of less than 1 kilogram, in 1996, Psion has  a market share that is very surprising, that 34 percent of the total  world market, making it the number one company in the world for that  segment.&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Walaupun sangat menggoda untul mempercayai bahwa definisi yang baru diberikan akan menambah “keruwetan” definisi pasar yang telah ada dan ada bahaya jika membohongi diri sendiri, jangan sampai kehilangan pandangan dari tujuan segmentasi pasar, untuk menyediakan suatu keunggulan bersaing bagi perusahaan dengan memberikan nilai yang lebih baik&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;Walaupun sangat menggoda untul mempercayai bahwa definisi yang baru diberikan akan menambah “keruwetan” definisi pasar yang telah ada dan ada bahaya jika membohongi diri sendiri, jangan sampai kehilangan pandangan dari tujuan segmentasi pasar, untuk menyediakan suatu keunggulan bersaing bagi perusahaan dengan memberikan nilai yang lebih baik&quot;&gt;Although  it is tempting to believe that untul given a new definition will add  &quot;clutter&quot; the definition of existing markets and there is a danger if  the lie to ourselves, not to lose sight of the purpose of market  segmentation, to provide a competitive advantage for companies to  deliver better value &lt;/span&gt;&lt;span title=&quot;bagi pelanggan.&quot;&gt;for customers. &lt;/span&gt;&lt;span title=&quot;Orkes simphoni New York dapat mendefinisikan pasarnya sebgai pemirsa yang dilayani olah agregasi dari semua orkes klasik New York ketimbang semata-mata sebagai hiburan.&quot;&gt;New  York symphony orchestra can define the market being served sebgai  viewers if aggregation of all the classic New York orchestra rather than  solely as entertainment. &lt;/span&gt;&lt;span title=&quot;Kuncinya adalah bahwa suatu definisi pasar memungkinkannya dapat melebihi pesaingnya dan tetap terus bertumbuh dalam tingkah laku.&quot;&gt;The key is that a definition of the market allows it to exceed its competitors and still continues to grow in their behavior. &lt;/span&gt;&lt;span title=&quot;Definisi yang ditetapkan harus terus ditinjau ulang dan diperbaiki.&quot;&gt;Definition set should continue to be reviewed and corrected.&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;]Sebagai rangkuman.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span title=&quot;]Sebagai rangkuman.&quot;&gt;In summary. &lt;/span&gt;&lt;span title=&quot;Definisi pasar yang tepat adalah penting bagi beberapa tujuab sebagai berikut:&quot;&gt;Appropriate market definition is important for several tujuab as follows:&lt;/span&gt;&lt;span title=&quot;1.&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Pengukuran pangsa.&quot;&gt;Measurement share.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span title=&quot;2.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Measurement of growth.&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;3.&quot;&gt;&lt;/span&gt;Customer specifications.&lt;span title=&quot;4.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Formulation of objectives and marketing strategies.&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;5.&quot;&gt;&lt;/span&gt;Consideration of the relevant competitors.&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;long_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Pertimbangan pesaing yang relevan.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Hal tersebut di atas akan membawa kita pada pengamatan tentang pasar yang lebih bermanfaat dan menarik.&quot;&gt;The foregoing brings us to the observation of the market that are more useful and interesting.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/8693487711131671770/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/market-share.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8693487711131671770'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/8693487711131671770'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/market-share.html' title='Market Share'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-3306939785493078452</id><published>2012-05-27T15:22:00.003-07:00</published><updated>2012-05-27T22:06:32.404-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Operation Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Maintenance Company</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Pemeliharaan&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Pada perusahaan kategori menengah ke bawah, maintenance masih kurang diperhatikan, karena kegiatannya cukup kompleks dan bukan hanya dilakukan sekali waktu saja.&quot;&gt;In  the lower middle category of companies, maintenance is overlooked,  because the activities are quite complex and not only done once only. &lt;/span&gt;&lt;span title=&quot;Hasil dari maintenance tidak dapat dirasakan secara langsung saat melalukan pemeliharaan, namun hasilnva dapat dirasakan pada masa yang akan datang.&quot;&gt;Results of maintenance can not be perceived directly when put through the maintenance, but hasilnva can be felt in the future. &lt;/span&gt;&lt;span title=&quot;Apabila maintenance tidak dilakukan, maka secara teratur mesin-mesin fasilitas itu akan mengalami kerusakan, dan akhirnya akan berakibat fatal sehingga merugikan perusahaan.&quot;&gt;If  maintenance is not done, then the machines on a regular basis that the  facility will be damaged, and eventually will be fatal to the detriment  of the company. &lt;/span&gt;&lt;span title=&quot;Dampak yang paling dirasakan adalah berkurangnya umur ekonomis serta tingkat penyusutan yang tinggi.&quot;&gt;Felt the most impact is the reduction in economic life and the depreciation rate is high.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Dampak yang paling dirasakan adalah berkurangnya umur ekonomis serta tingkat penyusutan yang tinggi.&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Kurang diperhatikannya maintenance diantaranya disebabkan oleh banyaknya dana yang dibutuhkan, dan rumitnya tugas maintenance.&quot;&gt;Lack of attention to maintenance of which is caused by the amount of funds required, and complexity of maintenance tasks. &lt;/span&gt;&lt;span title=&quot;Namun bagi kegiatan operasi perusahaan, maintenance sudah menjadi dwi fungsi, yaitu pelaksanaan dan kesadaran untuk melakukan pemeliharaan terhadap fasilitas-fasilitas produksi.&quot;&gt;But  for the company&#39;s operations, maintenance has become a dual function,  namely the implementation and awareness for the maintenance of  production facilities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Namun bagi kegiatan operasi perusahaan, maintenance sudah menjadi dwi fungsi, yaitu pelaksanaan dan kesadaran untuk melakukan pemeliharaan terhadap fasilitas-fasilitas produksi.&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Maintenance adalah suatu kegiatan untuk memelihara atau menjaga fasilitas atau peralatan pabrik dan mengadakan perbaikan atau penyesuaian atau penggantian yang diperlukan agar terdapat suatu keadaan operasi yang memuaskan sesuai dengan yang direncanakan.&quot;&gt;Maintenance  is an activity to preserve or maintain plant facilities or equipment  and make repairs or adjustments or replacements are needed so that there  is a satisfactory operating condition in accordance with the plan.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://www.royalplazadoha.com/Images/maintenance.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;http://www.royalplazadoha.com/Images/maintenance.jpg&quot; border=&quot;0&quot; height=&quot;284&quot; src=&quot;http://www.royalplazadoha.com/Images/maintenance.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;span style=&quot;color: #0b5394; font-size: small;&quot; title=&quot;Tujuan diadakannya maintenance adalah:&quot;&gt;&lt;b&gt;The objective of maintenance is:&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: #0b5394; font-size: small;&quot; title=&quot;1.&quot;&gt; &lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot; style=&quot;color: #0b5394; font-size: small;&quot;&gt;&lt;span title=&quot;1.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;1.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Memungkinkan tercapainya jumlah produk melalui operasi fasilitas secara tepat&quot;&gt;Enable the achievement of the product through the proper operation of the facility&lt;/span&gt;&lt;span title=&quot;2.&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Memaksimalkan umur ekonomis peralatan/fasilitas produksi&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Memaksimalkan umur ekonomis peralatan/fasilitas produksi&quot;&gt;Maximize the economic life of equipment / production facilities&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Memaksimalkan kapasitas produksi dan peralatan&quot;&gt;Maximize production capacity and equipment&lt;/span&gt;&lt;span title=&quot;4.&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Meminimalkan frekuensi kerusakan dan kegagalan proses operasi&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Meminimalkan frekuensi kerusakan dan kegagalan proses operasi&quot;&gt;Minimize the frequency of damage and failure of the operation process&lt;/span&gt;&lt;span title=&quot;5.&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Menjaga keamanan peralatan.&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Menjaga keamanan peralatan.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Menjaga keamanan peralatan.&quot;&gt;Maintain security equipment.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;br /&gt;
&lt;div style=&quot;color: #0b5394;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Keuntungan yang diperoleh dengan melakukan pemeliharaan adalag sebagai berikut:&quot;&gt;&lt;b&gt;Gains derived by performing maintenance adalag as follows:&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;1.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Agar mesin dan peralatan operasi dapat dipergunakan dalam waktu yang relative lebih panjang&quot;&gt;In order for the operation of machinery and equipment can be used in a relatively longer time&lt;/span&gt;&lt;span title=&quot;2.&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Agar pelaksanaan proses operasi dalam perusahaan berjalan dengan lancer&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Agar pelaksanaan proses operasi dalam perusahaan berjalan dengan lancer&quot;&gt;In order for the implementation process in the company&#39;s operations run by lancer&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Menjaga kualitas pada tingkat yang tepat sesuai dengan yang direncanakan&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Menjaga kualitas pada tingkat yang tepat sesuai dengan yang direncanakan&quot;&gt;Maintaining quality at a level appropriate to the planned&lt;/span&gt;&lt;span title=&quot;4.&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Menekan biaya pemeliharaan bagian mesin dan peralatan operasi&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Menekan biaya pemeliharaan bagian mesin dan peralatan operasi&quot;&gt;Reduce the cost of maintenance of the machinery and equipment operating&lt;/span&gt;&lt;span title=&quot;5.&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Maintain the safety of the workers.&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h2 style=&quot;color: #0b5394; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Jenis-jenis pemeliharaan ada dua macam, yaitu :&quot;&gt;&lt;b&gt;The types of maintenance are of two kinds, namely:&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span title=&quot;1.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;div style=&quot;color: #0b5394;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b&gt;&lt;span title=&quot;1.&quot;&gt;1. &lt;/span&gt;&lt;/b&gt;&lt;span title=&quot;Prefentive Maintenance&quot;&gt;&lt;b&gt;Prefentive Maintenance&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Prefentive Maintenance disebut juga tindakan pencegahan atau overhaul, yaitu kegitaan pemeliharaan dan perawatan untuk mencegah kerusakan yang tak terduga dan menemukan kondisi atau keadaan yang menyebabkan fasilitas operasi lebih tepat.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Prefentive Maintenance disebut juga tindakan pencegahan atau overhaul, yaitu kegitaan pemeliharaan dan perawatan untuk mencegah kerusakan yang tak terduga dan menemukan kondisi atau keadaan yang menyebabkan fasilitas operasi lebih tepat.&quot;&gt;Maintenance  Prefentive also called preventive measures or overhaul, maintenance and  care that is kegitaan to prevent damage to the unexpected and find the  conditions or circumstances that lead to more precise operation of the  facility. &lt;/span&gt;&lt;span title=&quot;Pemeliharaan prefentif apabila direncanakan dengan baik dapat mencegah terjadinya kegagalan atau kerusakan, sebab apabila terjadi kerusakan peralatan operasi dapat berakibat kemacetan produksi secara total.&quot;&gt;Preventive  maintenance when properly planned to prevent the occurrence of failure  or damage, because if there is damage the operation of equipment could  result in total production bottlenecks.&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Alternatif dalam Prefentive Maintenance adalah:&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Alternatif dalam Prefentive Maintenance adalah:&quot;&gt;Maintenance Prefentive alternative is:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;a.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Berdasar waktu, yaitu melakukan pemeliharaan pada periode secara teratur, misalnya penggantian oli mesin setiap 3 bulan.&quot;&gt;By time, by conducting regular maintenance during the period, such as engine oil changes every 3 months.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;b.&quot;&gt;&lt;/span&gt;Based  on the work, namely the maintenance after several hours of operation or  volume of production, for example, after the car is running 2,000 km,  or machine work for 500 hours.&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;c.&quot;&gt;&lt;/span&gt;Based on occasion, namely the maintenance carried out when there is occasion for it, for example at work breaks, or holidays.&lt;span title=&quot;d.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Planned  based on the conditions, which depend on the results of condition  monitoring of production facilities, such as replacement of the brake  when the car has reached a certain thickness.&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Berdasar kondisi terencana, yaitu tergantung pada hasil pemantauan kondisi fasilitas produksi, misalnya penggantian kampas rem mobil apabila telah mencapai ketebalan tertentu.&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Prefentive Maintenance sangat tepat dilakukan, karena kegunaannya sangat efektif dalam menghadapi fasilitas-fasilitas produksi yang termasuk dalam critical unit, yaitu peralatan atau fasilitas yang membahayakan kesehatan dan keselamatan kerja, mempengaruhi produk yang dihasilkan, dapat menyebabkan kemacetan seluruh proses produksi, dan apabila modal yang ditanam&quot;&gt;Maintenance  is very precise Prefentive done, because its usefulness is very  effective in dealing with production facilities are included in the  critical unit, the equipment or facilities that endanger the health and  safety, affecting the products, can cause congestion throughout the  production process, and if the invested capital &lt;/span&gt;&lt;span title=&quot;untuk fasilitas ini relatif rebih mahal.&quot;&gt;for this facility rebih relatively expensive.&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span title=&quot;2.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;b style=&quot;color: #0b5394;&quot;&gt;&lt;span title=&quot;2.&quot;&gt;2. &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #0b5394;&quot; title=&quot;Corrective Maintenance&quot;&gt;&lt;b&gt;Corrective Maintenance&lt;/b&gt;&lt;/span&gt;&lt;span title=&quot;Disebut juga break down maintenance, yaitu kegiatan pemeliharaan dan perawatan yang dilakukan setelah terjadi kerusakan, kegagalan, atau kelainan fasilitas produksi sehingga tidak dapat berfungsi dengan baik.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Disebut juga break down maintenance, yaitu kegiatan pemeliharaan dan perawatan yang dilakukan setelah terjadi kerusakan, kegagalan, atau kelainan fasilitas produksi sehingga tidak dapat berfungsi dengan baik.&quot;&gt;Also  known as break down maintenance, namely maintenance and care activities  carried out once damage has occurred, failure, or abnormal production  facilities that can not function properly.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/3306939785493078452/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/maintenance-company.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3306939785493078452'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/3306939785493078452'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/maintenance-company.html' title='Maintenance Company'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7056755991098968681.post-4094209706602615833</id><published>2012-05-26T17:56:00.001-07:00</published><updated>2012-05-26T17:59:04.652-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Operation Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategic Management"/><title type='text'>Factors Affecting Plant Siting</title><content type='html'>&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Plant&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;site selection&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;requires&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;careful&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;consideration&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;In the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;current&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;management has&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;decided&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;operate&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;at&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;particular location&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;a lot of costs&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;into&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;fixed&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;difficult&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;be reduced&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Location decisions&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;often depend&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;on the type of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;business&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;For the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;location decisions of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;industry&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;the strategy&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is a strategy&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;commonly&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;used&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;meminmalkan&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;cost&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;business&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;professional services&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;kidding&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;strategies that&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;focus&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;on maximizing&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;revenue&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;However,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;warehouse&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;selection strategy&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is determined by&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a combination of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;cost&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;speed of delivery&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;In general&lt;/span&gt;, the purpose of &lt;span class=&quot;hps&quot;&gt;location strategy&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;maximize&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;profits&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;company&#39;s&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;location&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;The options&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;that exist&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;within the site&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;include&lt;/span&gt;&lt;span class=&quot;&quot;&gt;:&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Do not&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;move&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;but&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;expanding&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;existing facilities&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Maintain&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the current location,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;while&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;adding&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;other&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;facilities&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;elsewhere&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Close the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;existing facility and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;moved to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;another location&lt;/span&gt;&lt;span class=&quot;&quot;&gt;.&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Pemilihan lokasi pabrik dipengaruhi oleh beberapa faktor.&quot;&gt;Plant site selection is influenced by several factors. &lt;/span&gt;&lt;span title=&quot;Faktor-faktor ini pada prakteknya berbeda penerapannya bagi satu pabrik dengan pabrik yang lain, sesuai dengan produk yang dihasilkan.&quot;&gt;These factors are different in practice its application for a plant with another plant, according to the product produced. &lt;/span&gt;&lt;span title=&quot;Faktor yang mempengaruhi pemilihan lokasi dilihat dari sisi produk yang dihasilkan adalah sebagai berikut:&quot;&gt;Factors affecting the selection of sites in terms of the resulting product is as follows:&lt;/span&gt;&lt;span title=&quot;1.&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Faktor primer, yaitu faktor yang harus dipenuhi, bila tidak, maka operasi tidak dapat berjalan sebagaimana mestinya.&quot;&gt;&lt;b&gt;Primary factors&lt;/b&gt;, ie factors that must be met, if not, then the operation can not function properly.&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Secondary factors&lt;/b&gt;, ie factors that should be there, otherwise the operation can still be resolved at a cost of more expensive.&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;font-family: inherit; text-align: justify;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Faktor sekunder, yaitu faktor yang sebaiknya ada, bila tidak operasi masih dapat diatasi dengan biaya lebih mahal.&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span title=&quot;Macam faktor yang mempengaruhi pemilihan lokasi pabrik adalah sebagai berikut:&quot;&gt;Factors influencing the selection of plant location are as follows:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;1.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Letak konsumen atau pasar, yaitu penempatan pabrik di dekat dengan daerah konsumen.&quot;&gt;The location of the consumer or the market, the placement of plants in the region close to the consumer. &lt;/span&gt;&lt;span title=&quot;Alasan yang mendasari pemilihan lokasi dekat dengan konsumen adalah adanya kemudahan untuk mengetahui perubahan selera konsumen, mengurangi resiko kerusakan dalam pengangkutan, apabila barang yang diproduksi tidak tahan lama, biaya angkut mahal, khususnya untuk produksi jasa.&quot;&gt;The  reasons underlying the selection of sites closer to consumers is the  ease to know the changing tastes of consumers, reducing the risk of  damage in transport, if the goods are not produced long-lasting,  expensive transport costs, particularly for the production of services.&lt;/span&gt;&lt;/span&gt;&lt;span title=&quot;2.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Sources of raw materials, the placement of plants in the region close to the raw material. The  basic consideration is taken when the raw materials used by weight and  volume shrinkage, easy rasak raw materials and changing the quality,  high-risk raw material shortages.&lt;span title=&quot;3.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Sumber tenaga kerja, alternatif yang dipakai adalah apakah tenaga kerja yang dibutuhkan unskill, dengan pertimbangan tingkat upah rendah, budaya hidup sederhana, mobiiitas tingp sehingga jumlah gaji dianggap sebagai daya tarik, ataukah tenaga kerja skill, apabila pemsahaan membutuhkan fasilifeas yang lebih baik, adanya pemikiran&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;Sumber tenaga kerja, alternatif yang dipakai adalah apakah tenaga kerja yang dibutuhkan unskill, dengan pertimbangan tingkat upah rendah, budaya hidup sederhana, mobiiitas tingp sehingga jumlah gaji dianggap sebagai daya tarik, ataukah tenaga kerja skill, apabila pemsahaan membutuhkan fasilifeas yang lebih baik, adanya pemikiran&quot;&gt;Source  of labor, an alternative that is used is whether unskill labor  required, on account of low wages, simple living culture, mobiiitas  tingp so that the amount of wages is considered as an attraction, labor  or skill, if pemsahaan need fasilifeas better, the thinking &lt;/span&gt;bright future, it takes skill, and easier to find another job.&lt;span title=&quot;4.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Water, adjusted to the resulting product does require a natural clear water, clear, unnatural, or any water.&lt;span title=&quot;5.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Air temperature, these factors affect the smooth operation of process and quality results.&lt;span title=&quot;6.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Electricity, generated a product tailored to the required voltage capacity.&lt;span title=&quot;7.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Transportation, in the form of air transport, sea, river, rail, and highway transportation.&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;8.&quot;&gt;&lt;/span&gt;Environment, society, and attitudes that arise when the factory was set up near where they live, whether accepted or not.&lt;span title=&quot;9.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Peraturan Pemerintah, Undang-undang dan sistem pajak.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span title=&quot;Peraturan Pemerintah, Undang-undang dan sistem pajak.&quot;&gt;Government regulations, laws and tax systems. &lt;/span&gt;General aspects of the law is regulated maximum working hours, minimum wages, minimum working age, and working conditions.&lt;span title=&quot;10.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Industrial&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;waste disposal&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;to do with&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the level of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;pollution&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;waste&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;disposal&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;system&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;for the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;protection of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;surrounding natural&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;habitat&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;maintain balance&lt;/span&gt;&lt;span class=&quot;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span title=&quot;11.&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Facilities for the plant, in the form of spare parts, machinery, to reduce costs.&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;12.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;12.&quot;&gt;&lt;/span&gt;&lt;span title=&quot;Fasilitas untuk karyawan, agar dapat meningkatkan semangat kerja dan kesehatan kerja.&quot;&gt;Facilities for employees, in order to boost morale and health.&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span title=&quot;Fasilitas untuk karyawan, agar dapat meningkatkan semangat kerja dan kesehatan kerja.&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Along&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;with&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the globalization,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;selection of sites&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is becoming increasingly&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;complicated&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Globalization&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;occurs&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;because&lt;/span&gt;:&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Market&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;economy&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot;&gt;Better international&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;communication&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot;&gt;Travel and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;shipping&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;faster and more&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;reliable&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot;&gt;Ease of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;movement of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;capital flows&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;between&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;countries&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;hps&quot;&gt;Differentiation of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;high labor&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;costs&lt;/span&gt;.&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;An&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;approach&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;select a location&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a State&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;identify&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;what is believed&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;by&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the central organization&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;as a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;factor&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;supporting the success&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;(critical&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;success&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;factors&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;CSFs&lt;/span&gt;) necessary &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;achieve&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;competitive advantage&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Some of the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;considerations&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;factors that influence&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the location&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;decision&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is described as&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;follows&lt;/span&gt;&lt;span class=&quot;&quot;&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;640&quot; 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&quot; width=&quot;549&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Image&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Factors affecting&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;location decisions&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;The importance of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the plant&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;site selection&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;to&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;determine the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;success of the company&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;with&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;operating costs&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;selling prices&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;as well as the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;company&#39;s ability to&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;compete&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;in the market&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Alternative&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;site selection&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;dikeiuarkan&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;cost considerations&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;compared&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;with the level of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;benefits.&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Alternative&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;site selection&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;whether&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the new plant&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is established&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;expansion&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;or&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;relocation&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;existing&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;plant&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;The alternative&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the selection of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a new plant&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;if&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;new&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;employer&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;or&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;new&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;entrants&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;Relocation of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;an&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;alternative&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;selection of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the old&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;plant&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;was&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;not meeting&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the expected&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;standards&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;alternatives&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;selection&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;based on&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the grounds that&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;the expansion of&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;production&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;facilities&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;deemed&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;outdated&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;grow and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;market&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;demand&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is greater than the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;productive capacity&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;and&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;if the&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;support facilities&lt;/span&gt; &lt;span class=&quot;hps atn&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;&quot;&gt;production factors&lt;/span&gt;&lt;span class=&quot;&quot;&gt;)&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;is no longer&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;sufficient.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://neweconomicseducation.blogspot.com/feeds/4094209706602615833/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/factors-affecting-plant-siting.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/4094209706602615833'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7056755991098968681/posts/default/4094209706602615833'/><link rel='alternate' type='text/html' href='http://neweconomicseducation.blogspot.com/2012/05/factors-affecting-plant-siting.html' title='Factors Affecting Plant Siting'/><author><name>The New Economics Education</name><uri>http://www.blogger.com/profile/17556744880540028559</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_v6q5PUoOpJpY0PGEvr659MpKQx87hTG7Ut9EbHu2Ia-CqW3Ew_dCYXAiXLsvw7WD3oiV91klEkmwmDhOZBiR5pKOBiNyoCtFYNwJDYsBPRNxpzLVvmZm-SNNCRyPbjc/s220/spssicon.jpg'/></author><thr:total>9</thr:total></entry></feed>