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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:gd="http://schemas.google.com/g/2005" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;AkcCRXc6cCp7ImA9WhdSE0Q.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057</id><updated>2011-07-23T13:14:24.918+08:00</updated><title>Fundamentals of Software Engineering</title><subtitle type="html" /><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://supering.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://supering.blogspot.com/" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/FundamentalOfSoftwareEngineering" /><feedburner:info uri="fundamentalofsoftwareengineering" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;AkcCRXc_eyp7ImA9WhdSE0Q.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-7061627783395235616</id><published>2011-07-23T13:14:00.000+08:00</published><updated>2011-07-23T13:14:24.943+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-23T13:14:24.943+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="faidhi" /><title>Module 5 = Software Implementation/Coding</title><content type="html">&lt;div style="background-color: black;"&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: Calibri;"&gt;What is software construction?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Calibri; font-size: 30.0pt; language: en-GB; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Calibri; font-size: 30pt;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-family: Calibri; font-size: 30pt;"&gt;&lt;span style="font-size: small;"&gt;‘Construction’&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: Calibri;"&gt; --&amp;gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Calibri;"&gt;hands-on part of creating something.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;a.k.a implementation/coding &amp;amp; debugging &amp;amp; verification &amp;amp; validation (testing) .&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;focus at coding,debugging,detailed design &amp;amp; some testing.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;quality of construction substantially affect the quality of the software.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;div style="background-color: black;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black; font-family: Calibri;"&gt;&amp;nbsp;&lt;b style="color: red;"&gt;Why is software construction important?&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;depending on the size of project.The larger the time spent,the bigger the work affect the success of the project.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;Pivotal activity in software development.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;great potential for the average programmer’s productivity to improve.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: Calibri;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;construction’s by product, the source code, is always &lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;up to date&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;guaranteed to be done!&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div style="background-color: black;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt; &lt;b style="color: red;"&gt;Coding Principles&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b&gt;Before you write one line of code,be sure you:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ol style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b&gt; &lt;/b&gt;Understand the problem you trying to solve.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Understand basic design principles and concepts.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Pick a programming language that meets the needs.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Select a programming environment that provides tools&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Create a set of unit test.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b&gt;As you begin writing code,be sure you:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ol style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Constrain your algorithms.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Consider the use of pair programming .&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Select the correct data structure.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Understand the software architecture and create interfaces that are consistent with it.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Keep conditional logic simple.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Create nested loops.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Selcet meaningful variable names.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Write code that is self-documenting.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Create a visual layout that aids understanding.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&lt;b&gt;After you've completed your first coding pass,be sure you:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ol style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Conduct a code walkthrough when appropriate.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Perform unit tests and correct errors you've uncovered.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Refactor the code.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div style="background-color: black;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b style="color: red;"&gt;Good programming practices&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b style="color: red;"&gt; &lt;/b&gt;&lt;/span&gt;&lt;span style="color: white; font-family: Calibri;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="background-color: black;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: white; font-family: Calibri;"&gt;Be consistent with naming conventions.&lt;/span&gt;&lt;span style="color: white;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ul style="background-color: black;"&gt;&lt;li style="color: white;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Be consistent with formatting.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;  &lt;/li&gt;
&lt;/ul&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Use global [identifiers] sparingly.&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;Don't assume output formats.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Add comment to your code – explain &lt;/span&gt;&lt;span style="font-family: Calibri; font-style: italic;"&gt;what&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt; and &lt;/span&gt;&lt;span style="font-family: Calibri; font-style: italic;"&gt;why&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Provide useful error messages.&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;Recover (or fail) gracefully.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Push interface up and implementation down.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Know what you don't know – prepare for changes.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div style="background-color: black;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&lt;span style="color: red;"&gt;Software Inspections&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;An "old school" approach&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;review,analyze and check static system&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Focus at source code&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;a.k.a peer reviews or program/code inspection&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;check conformance with a specification but not conformance with the customers real requirements.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;cannot check non-functional characteristics.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div style="background-color: black;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;span style="color: red;"&gt;Reuse-based software engineering&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Application system reuse&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ol style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;may be reused either by incorporating it without change into other systems (COTS reuse) or by developing application families&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Component reuse&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ol style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;components of an application from sub-systems to single objects&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Object and funcion reuse&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;ol style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Software components that implement a single well-defined function may be reused.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div style="background-color: black;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: red;"&gt;Requirement for Reuse&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;ul style="background-color: black; color: white;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;possible to find appropriate reusable components&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;the component must be confident that the components will be reliable&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;must be documented&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div style="background-color: black; color: red;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Benefits of reuse&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="background-color: black;"&gt;  &lt;/div&gt;&lt;div style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.8pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;•&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt; Increased dependability&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div class="O1" style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.81in; margin-top: 4.32pt; text-align: left; text-indent: -0.31in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;–&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Software/components/function has been tried and tested in working systems, so should be more dependable than new software.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.8pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;•&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt; Reduced process risk&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div class="O1" style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.81in; margin-top: 4.32pt; text-align: left; text-indent: -0.31in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;–&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Less uncertainty in development costs especially if a large software components are reused.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.8pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;• &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Effective use of specialists&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div class="O1" style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.81in; margin-top: 4.32pt; text-align: left; text-indent: -0.31in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;–&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Reuse components instead of people. The specialist can create reusable components&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.8pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;• &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Standards compliance&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div class="O1" style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.81in; margin-top: 4.32pt; text-align: left; text-indent: -0.31in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;–&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Standards such as UI standard (e.g., drop-down menu) can be implemented as reusable components to improve dependability as users are less likely to make mistake&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.8pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;•&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt; Accelerated development&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="background-color: black; color: white; font-size: small;"&gt;  &lt;/span&gt;&lt;div class="O1" style="background-color: black; color: white; direction: ltr; margin-bottom: 0pt; margin-left: 0.81in; margin-top: 4.32pt; text-align: left; text-indent: -0.31in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;–&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;Avoid original development, speed-up production&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt; and hence able to market product early&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="color: red;"&gt;Reuse Problems&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;ul style="background-color: black;"&gt;&lt;li style="color: white;"&gt;Increased costs &lt;/li&gt;
&lt;li style="color: white;"&gt;Lack of CASE tool support&lt;/li&gt;
&lt;li style="color: white;"&gt;Not-invented-here syndrome&lt;/li&gt;
&lt;li style="color: white;"&gt;Maintaining a component library can be expensive&lt;/li&gt;
&lt;li&gt;&lt;span style="color: red;"&gt;&lt;span style="color: white;"&gt;Finding ang adapting reusable components&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: red;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: red;"&gt;&lt;span style="background-color: black; color: black;"&gt;&amp;nbsp;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767464189479608057-7061627783395235616?l=supering.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/DuJakhAWntU0gdGjT6FrpWWmVSo/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/DuJakhAWntU0gdGjT6FrpWWmVSo/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/DuJakhAWntU0gdGjT6FrpWWmVSo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/DuJakhAWntU0gdGjT6FrpWWmVSo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/HLqU45mz0TE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/7061627783395235616/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/07/module-5-software-implementationcoding.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/7061627783395235616?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/7061627783395235616?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/HLqU45mz0TE/module-5-software-implementationcoding.html" title="Module 5 = Software Implementation/Coding" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/07/module-5-software-implementationcoding.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkMMRXk5fSp7ImA9WhdSE0Q.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-7051868857647072984</id><published>2011-07-22T23:06:00.012+08:00</published><updated>2011-07-23T12:14:44.725+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-23T12:14:44.725+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Akmal" /><title>Module 4 - Software Design</title><content type="html">&lt;div style="color: red; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;What is design?&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;-Based on dictionary, design is &lt;span class="f"&gt;&lt;/span&gt;a plan or drawing produced to show the look and function or workings. On software engineering perspective, design creates a representation or model of the software. Design also provide software architecture, data structure, interface and component.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;McGlaughin state that design :&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white;"&gt;&lt;span style="font-family: inherit; font-size: small;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;1. Must implement all of the explicit requirements contained in the analysis model.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;2. Must be readable.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;3. Must be understandable.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;4. Should provide complete picture of the software.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="color: black; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;br /&gt;
&lt;div style="color: red; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Design principle&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;-Davis state that design:&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;1. Should not suffer from 'tunnel vision'.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;2. Should be traceable.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;3. Should not reveint the wheel.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;4. Should exhibit uniformity and integration.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;5. Should be structured to accomodate change.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;6. Design is not coding, coding is not design.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;7. Design should be reviewed to minimiza conceptual errors.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;/div&gt;&lt;div style="color: white; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: center; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;Tunnel vision&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; color: black; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; color: black; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-AsF23dd04KQ/TimK3EgBuWI/AAAAAAAAAFw/GAvI7xSs9kg/s1600/metro03.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="234" src="http://4.bp.blogspot.com/-AsF23dd04KQ/TimK3EgBuWI/AAAAAAAAAFw/GAvI7xSs9kg/s320/metro03.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="color: black; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: black; direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0.56in; margin-top: 5.76pt; text-align: left; text-indent: -0.56in; unicode-bidi: embed; vertical-align: baseline;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;Design concept&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;- Fundamental design concepts that span both traditional and object-oriented software include:&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;1. Abstraction&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;2. Architecture&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;3. Patterns&lt;span style="background-color: black;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;4. Modularity&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;5. Aspects&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;6. Design class&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: black; color: black; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;Abstraction&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;- Abstraction define by something that exist only as an idea.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;- Designers should work to derive both procedural and data abstraction that serve the problem.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;- There is 2 type of abstraction:&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;1. Procedural abstraction - Sequence of instruction that have specific and limited function.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;2. Data abstraction - A named collection of data that describes a data object.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: black; font-family: inherit;"&gt;&lt;/div&gt;&lt;div style="color: black; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;Architecture&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;- Are all about describing fundamental organization of the system, identifying its various components and their relationships to each other, the enviroment in order to meet the system's quality goals.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: black; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="color: red; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;Modularity&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;- Modularity is when software is divided into components.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;Modularize a design is:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;1. To ease the planning for implementation.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;2. To define and deliver software increments.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;3. To easily accomodate changes.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;4. To efficiently test and debug program.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;5. To conduct long term maintenance without serious side effects.&lt;/span&gt;&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: white; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp; Without module &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; With module &lt;/span&gt;&lt;/div&gt;&lt;div style="color: black;"&gt;&lt;img alt="" src="data:image/png;base64,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/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div style="color: black; font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;br /&gt;
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&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/WWZizJ3h7MzHknjD7fgHNwEj1Yw/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/WWZizJ3h7MzHknjD7fgHNwEj1Yw/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/WWZizJ3h7MzHknjD7fgHNwEj1Yw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/WWZizJ3h7MzHknjD7fgHNwEj1Yw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/niYF99Ucblk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/7051868857647072984/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/07/module-4-software-design.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/7051868857647072984?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/7051868857647072984?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/niYF99Ucblk/module-4-software-design.html" title="Module 4 - Software Design" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-AsF23dd04KQ/TimK3EgBuWI/AAAAAAAAAFw/GAvI7xSs9kg/s72-c/metro03.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/07/module-4-software-design.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk8CRnk_eSp7ImA9WhdSEUo.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-8813651351632553971</id><published>2011-07-20T23:14:00.000+08:00</published><updated>2011-07-20T23:14:27.741+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-20T23:14:27.741+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Suffian" /><title>Module 3 - Requirements Engineering</title><content type="html">What are 'requirements'?&lt;br /&gt;
(1) A condition or capability needed by a user to solve a problem or achieve an objective.&lt;br /&gt;
(2) A condition or capability that must be met or possessed a system or system component to satisfy a contract,&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; standard, specification or other formally imposed document.&lt;br /&gt;
(3) A documented representation of a condition or capability as in (1) and (2).&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Types of requirements&lt;/b&gt;&lt;br /&gt;
1.&lt;span style="color: blue;"&gt; Functional requirements&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp; - A requirement that specific a function that a system or system component must be able to perform.&lt;br /&gt;
&lt;br /&gt;
2. &lt;span style="color: blue;"&gt;Non-functional Requirements&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp; - A requirement that specifies quality characteristic/attributes of the software and constraints of the software&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; to be developed and/or process to develop the software.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;What is Requirements Engineering (RE)?&lt;/b&gt;&lt;br /&gt;
Sommerville &amp;amp; Sawyer (1997) - ...a relatively new term which has been invented to cover all of the activities&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; involved in discovering, documenting, and maintaining a set of requirements&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; for a computer-based system. The use of the term 'engineering' implies that&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; systematic and repeatable techniques should be used to ensure that systems&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; are complete, consistent, relevant, etc.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Why is RE important?&lt;/b&gt;&lt;br /&gt;
1. RE process can influence the development cost, time, effort, and quality of the product.&lt;br /&gt;
2. RE process is an essential contributor to the overall quality of the software product.&lt;br /&gt;
3. "Incomplete requirement" and "changing requirement" are major causes of project failures.&lt;br /&gt;
4. Good RE practice contribute more than 42% toward overall success of a project, while improper RE&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; practices account for more than 43% of the reasons why projects are late or over budget.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;RE Process&lt;/b&gt;&lt;br /&gt;
Main tasks:&lt;br /&gt;
&lt;div style="color: #cc0000;"&gt;- Requirements Elicitation&lt;/div&gt;&lt;div style="color: #cc0000;"&gt;- Requirements Analysis and Negotiation&lt;/div&gt;&lt;div style="color: #cc0000;"&gt;- Requirements Specification&lt;/div&gt;&lt;div style="color: #cc0000;"&gt;- Requirements Verification and Validation&lt;/div&gt;&lt;div style="color: #cc0000;"&gt;- Requirements Management&lt;/div&gt;&lt;br /&gt;
&lt;img alt="" height="168" 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" width="320" /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;b&gt;Requirements Elicitation&lt;/b&gt;&lt;br /&gt;
1. &lt;span style="color: magenta;"&gt;Understanding application domain&lt;/span&gt;&lt;br /&gt;
2.&lt;span style="color: magenta;"&gt; Understanding problem to be solved&lt;/span&gt;&lt;br /&gt;
3. &lt;span style="color: magenta;"&gt;Understanding business processes in an organization&lt;/span&gt;&lt;br /&gt;
4. &lt;span style="color: magenta;"&gt;Understanding the need and constraints of the stakeholders&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Why is it difficult to understand what the customer wants?&lt;/b&gt;&lt;br /&gt;
1. &lt;span style="color: blue;"&gt;Problems of scope&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - system/software boundary is ill-defined&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - Customer/users specify unnecessary technical detail that may confuse overall system/software objective&lt;br /&gt;
2. &lt;span style="color: blue;"&gt;Problems of volatility&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - requirement change over time&lt;br /&gt;
3. &lt;span style="color: blue;"&gt;Problem of understanding&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - customer/users not sure what they want&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - poor understanding of the capabilities and limitation of their own computing environment&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - don't have full understanding of the domain problems&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - have trouble communicating need&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - omit information that is believed to be "obvious"&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - specify ambiguous requirement&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; - specify conflicting requirements&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Requirements analysis &amp;amp; negotiation&lt;/b&gt;&lt;br /&gt;
-Build analysis model (or requirements model)&lt;br /&gt;
-Prioritizing requirements&lt;br /&gt;
-Conflict and conflict resolution&lt;br /&gt;
-Negotiation requirements&lt;br /&gt;
-Assessing requirements risk&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Techniques of Requirements Prioritization&lt;/b&gt;&lt;br /&gt;
- Prioritization scale&lt;br /&gt;
- QFD&lt;br /&gt;
- Semi-quantitative analytical approach&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Negotiating Guidelines&lt;/b&gt;&lt;br /&gt;
1. Recognize that it's not a competition&lt;br /&gt;
2. Map out a strategy&lt;br /&gt;
3. Listen actively&lt;br /&gt;
4. Focus on the other party's interests&lt;br /&gt;
5. Don't let it get personal&lt;br /&gt;
6. Be creative - think out of the box!&lt;br /&gt;
7. Be ready to commit and move on&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Requirements Specification&lt;/b&gt;&lt;br /&gt;
Attributes of a well-written Software Requirements Specification (SRS):&lt;br /&gt;
&lt;div style="color: blue;"&gt;- Correct&lt;/div&gt;&lt;div style="color: blue;"&gt;- Unambiguous&lt;/div&gt;&lt;div style="color: blue;"&gt;- Complete&lt;/div&gt;&lt;div style="color: blue;"&gt;- Consistent&lt;/div&gt;&lt;div style="color: blue;"&gt;- Ranked for importance or stability&lt;/div&gt;&lt;div style="color: blue;"&gt;- Verifiable&lt;/div&gt;&lt;div style="color: blue;"&gt;- Testable&lt;/div&gt;&lt;span style="color: blue;"&gt;- Traceable&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Requirements Verification &amp;amp; Validation&lt;/b&gt;&lt;br /&gt;
&lt;div style="color: blue;"&gt;1. Reviews the requirements specification&lt;/div&gt;&lt;div style="color: blue;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - Desk-check&lt;/div&gt;&lt;div style="color: blue;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - Walkthough&lt;/div&gt;&lt;div style="color: blue;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - Inspection&lt;/div&gt;&lt;div style="color: blue;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; - Checklist&lt;/div&gt;&lt;div style="color: blue;"&gt;2. Prototyping&lt;/div&gt;&lt;div style="color: blue;"&gt;3. Acceptance Tests&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Requirements Management&lt;/b&gt;&lt;br /&gt;
&lt;div style="color: blue;"&gt;1. Managing changes to requirements&lt;/div&gt;&lt;div style="color: blue;"&gt;2. Managing configuration of requirements and requirements document&amp;nbsp;&lt;/div&gt;&lt;div style="color: blue;"&gt;3. Maintaining requirements traceability&lt;/div&gt;&lt;div style="color: blue;"&gt;4. Tracking requirements status&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767464189479608057-8813651351632553971?l=supering.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/vXv1fqigLwZXgx-0FkWirTTDrmY/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/vXv1fqigLwZXgx-0FkWirTTDrmY/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/vXv1fqigLwZXgx-0FkWirTTDrmY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/vXv1fqigLwZXgx-0FkWirTTDrmY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/YN_94Rq6y0s" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/8813651351632553971/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/07/module-3-requirements-engineering.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/8813651351632553971?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/8813651351632553971?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/YN_94Rq6y0s/module-3-requirements-engineering.html" title="Module 3 - Requirements Engineering" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/07/module-3-requirements-engineering.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkEMQ3c-fyp7ImA9WhdSEUs.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-6150720217971678507</id><published>2011-07-20T21:31:00.000+08:00</published><updated>2011-07-20T21:31:22.957+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-20T21:31:22.957+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Suffian" /><title>Module 2 - Software Process</title><content type="html">&lt;b&gt;&lt;span style="font-size: small;"&gt;A software process:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;A collection of work activities, actions, tasks, which are performed when software is to be created.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;A process model or framework:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;is where these activities, actions, and tasks reside, and that defines their relationship with the process and with one another.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;- The technical work hierachy - activities encompassing actions, populated by tasks.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;- Each action is defined by a set of task that defines:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 1) the actual work to be completed&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 2) the work products to be produced&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 3) the quality assurance filters to be applied&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 4) the milestones that will be used to indicate the project and product progress&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;b&gt;Process Activities:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Framework activities&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;- generic activities that are applicable to all software projects, regardless of their size or complexity.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;- Include &lt;b&gt;communication&lt;/b&gt;,&lt;b&gt; planning, modeling, construction and deployment&lt;/b&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Umbrella activities&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;- complementary activities applied throughout a software project and help manage and control progress,&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp; quality, change, and risk/&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;- Include &lt;b&gt;project tracking and control, risk management, software quality assurance (SQA),&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&amp;nbsp; technical&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt; reviews, configuration management (CM).&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Process Flow&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;1) &lt;b&gt;Linear&lt;/b&gt; - execute the framework activities in sequence.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;2) &lt;b&gt;Iterative&lt;/b&gt; - repeats one or more of the activities before proceeding to the next.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;3) &lt;b&gt;Evolutionary&lt;/b&gt; - execute the activities in a 'circular' manner.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;4) &lt;b&gt;Parallel&lt;/b&gt; - execute one or more activities simultaneously with other activities.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Process Assessment and Improvement&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Approaches:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;1. Standard CMMI Assessment method for process improvement (SCAMPI)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;2. CMM-Based Appraisal for internal process improvement (CBAIPI)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;3. SPICE (ISO/ICE 15504)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;4. ISO 9001:2000&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;Prescriptive Process Models&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;1. Waterfall Model - represents elements of a linear process flow.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;2. Incremental Model - combines elements of linear and parallel process flows.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;3. Evolutionary Model - follow the evolutionary process flow that combines elements of linear and iterative&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; process flows.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;4. Concurrent Model - combines elements of iterative and parallel process flows.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;The Waterfall Model&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;img alt="" height="153" src="data:image/png;base64,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" width="640" /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;b&gt;The V-Model&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;img alt="" height="400" 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" 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&lt;b&gt;The Incremental Model &lt;/b&gt;&lt;br /&gt;
&lt;img alt="" height="259" 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" 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&lt;b&gt;&amp;nbsp;The Evolutionary Model: Prototyping&lt;/b&gt;&lt;br /&gt;
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&lt;img alt="" height="372" 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" 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&lt;b&gt;&amp;nbsp;The Evolutionary Model: Spiral&lt;/b&gt;&lt;br /&gt;
&lt;img alt="" height="304" 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0bryuyhQY88OyViYvePIlaBMksFq2A+obTRokq5B/MJjCS/iMx2IbNUEADziaONVlTcOshPVKT9LWS2EZmlAieYTxBttBw5skF+QuKkX0Fme5FZKjDAfFJooLUIdAzyKx5nn3+ZphFYJFDBfOWR2XR3HMJJqe1IYL6yke3kC2xEAosEC5ivMFW3jSqkgvxKRf7TLlA20soDI5ivJPW2irpEIlx+Q1yULua2KFhsaf4TVRgYwXxlkNY4t5Y8fzo7GKUUEqO0z7iIFKSEX0dCSUQ1MVGFgRvmK0KlbaB4LjsSJ4khldXSRlkvStDeEqKUI6ckgPlyU2Ptl5PIjsSR7C9KbAfjVCOK0t4ScvwnpBiA+fIhp/ltLXPpxJUsVhN9S4bbGseNKFN7SwhpgEKK0TmYLxPV1XXJKexIGDm9Q8NtjUgRCtfeEkLEI6EMPYP5clBXLa8if+0OVHcwnIarRXtLSPBf8QL0DOY7nbrqd0XJa2s4h/JKe6TisE9m6V94cxRvm8UL0C2Y71wqqtmVJq/VcEoO+aWKBuRXtpEWL0BWvt4uwzA8fUSv8ufx1zAMzy/jf9+fh2G4vP45XhLMdyIVVegac1Y4VsWG/I6HfQIrVWDxplq8AJnAfG1T0d9xNeYpX2ySmdFZOVMQbUb41FXXESzeZmvJGIc4aL50YL701FKDK8pK4dhtL8y3Ozadt4oUWNZ/taSO/WC+Vqml7laRhsKRRFrIb18c/FOjdN1Zif7kdxfMy9P8I01+Gr9SP1F4f1Zb0PXd3vLHdVBWd5pv/NC9kdBo58vTMAwPj19KCR1luBfg8vpnKQDmS0kV2qsi9YQjraiQ39ZI9QdH6XoUioKdvxK7ngRzfVJbw3B916QyaNfYzK8cdtSVNgzD5enZMN/LU3gjq+az4+Hxa70AmC8ZpdrJ1kKWTimH4gw/Ge0m7cbbi4RnadxU6ToVioKNOu+uF41pjhmGYfj19qp+Mv/39fXBp5nZTPM2F40t2zQ/UQczp7XmrluM+ZYyGHsMFQDzpUG+9uRnmUCcrSXMFxmn/uVRupa5Yyxb61nF8M3PPEioiG36ZJTQuLz67c/te5bfaEf13zOTL2cVzcOVRmE+rqa9QubTbvUc3TauGywA5ktAFdornUB2RjYhIb/VyPPHR+ka547W5WebzL61RDXfx9WSirmWKqEF7TqfZ7x0jGnjMdf5PNt3PgLBdb5UCNee5GwSiCIeQn6ByP/3R+k6aMZYqkYzjO25I+Z7ePxaEY+yQV+onUvMJwz52iudLjZHWf0gP2cU/BOkdH00I3+Tr9B8m/p84ScWMJ880F7akGAdCWWQFhL+CildN7VoUX5bzZfwOp/zWQhPMTaZj+t8Z4D2EoYo34gqTPEofh5k+q85+W01X8y9nfO9l0u3b3nGwLrZUpWfbscD5uPezjOQbD5ROSIcMjUjs1T5Q84ZEOi/tuS32Xw33+N0ah9r9/N8970cMZ+jAJjvEGjveAi3i/DiZQiBxy7Nfw3Jb4/5bt8x73DRXwHjfIeLvhH922Pmuxd7FirX+XaD9o6HfKl0bj7JB478iueZipndifm2IbnaCckF4ahIJ0nkNxSK4wd+ZAsZYjnS0jU6t/wy765ipqFOu9s6XN95Y/UWxNY5ISlgNapIqWpsdYltoN+FYrcL6/qNhNT8sRgkImGE3iyK+WIRW9sktPzVqCufqhGWhxDPxUSMCCv9meT4j3QkjRfzHdzT55gvCrH1TEKDD8fWPoe0sG1Ri+rC4Tuucmf6UCzHUry2k5SqAPNFIbOSFW/nq1F1Ml2ioo7dvqj9r5MlupKfzKRUC5hvHZk1rHgLD0cbmfRT0qW782I5rjYUWNx/yE8+mG8dgdVLvvZKZ7+jYXuuVfk5j6gN/5VtAt1mpyrAfCsIrFho77wIuK1J84UPp/YuYA/yE5igqgDzhRBYq9DeGRGptMbkF38g9SoQ+dXGn8dfzlkgEm8B84WQVqXQXvLYqrFm5LfvKGr0H/KrCsxXGmmVCe2ljd32akB+B8tfnf+QXz0cN18UmM+LtJok2XzV5cGD0qrafKkKX5f/mpdfgXylv2lamQN2tpeygDlD7Oq603RFxhSAfx5/WZMQDcOgvSzbcKd7McznBu3FR13pL4mu6u32JS92Rf4r2Ija6/bN8/NpMXvF/dqwxTrr6ypz22rKfH+el3TswrEF/2KYzwHai4+Ksl5aS9Uov/MKXIv/2pZfxsRlzWEUnBI2NNmsc13VW8rI58vTvKIpxY+rcwv+xTCfA8wXGbUku5PkVJf8MhS1Cv8hv9QoE+D53KaZKWLd2Xb6gKeyEXt69zum+ZyLYT4TtBcZVeS4s51Ui/xyFlK+/xqWX7705Zzu3GWv+yfhqdLd635cl07bfajz52ZP5m5c2Jv/61sM85mIMh/a2x05s7xw8xUpoXD/lWpZGdJLlgx276vNKvKMN06o5tu27svT9N/7UOeCadDxW2vvrsUwn4Yo7d2kmk9yRvvM0tWzU7xY+ZUtm2T/tSq/HEns6+2i3U4ZuFb3c/9EGajcsO778zA8PH4pnT8XY9/ufvOL57mIZTHMpyHKfGhvRxRJ8WLlJ6RUYv2H/Haiuern3o3z3Jlim2/Luh/XYbg8PV/UJxzenwddhMoVQWUL/sUw3x1R2ruJNJ/M/DVG2RQvUH4yy1O6mmgxFqlIO6o8lXmmO48x3+Z152t19gbXt+BdDPPdEWU+gdr7K9h8xfO7NPOJKowa0qpQqYZWv/yU2zKHh8cv9Trc2h0u29Z1Pdi3LLnEfeOhJ9mXxTDfhCjt3USaT1rOWkJIfpcjPyHF8IWoijSeqCKtqauEdgTXy1yOgvkmRFUUgdr7K9V8ovK7BPkVL0BMiKpLdPtk83EdvHes7Abz/dzkVRGB5hOVqpYQmN/Lyq8K7Y0hp0bR7ZOK/fxDMjDfz01YFRGovb8izSczvxc0X0XaG0NOpWqy2ycqre1iukQXeJhhN5jv5yasigg0n5wMpYbYFF9EftVp77cw87XX7ROV1qSB+WTVD7QXGcJTfGb51ai9MYTUrjEJIL9+wHyyKgfmi4kqUnw2+dWrvTGEVDC6fV2B+WRVDmnmE5KV1KgoxWdwUu3aG0NCNSvV7cN8RcB8giqHNO39lWe+ulL82d2+NrQ3hoSaVqTbh/mKgPkEVQ5p5pOQjNSoMcWfJ7+WtDdG8fpGt68fMJ+gmoH5AlFvij9Dfu1p77cA833S7euG3s0np1qgvUDUnuLTiqpJ7Y1RvNYV6fY1YT7jzZwHNpL6dS1OMB/mc0fxHKRG7Vk+YbevYe39xnwVpzjMVxWYzxdn56D47beR5ZPIr23tjVFWflzq20sS8+UD84kwnzTt/c1ivphdtJTlD8qvB+39Lm2+Ty71xfP+PFfJ5xeH+dSpiMYZiBa0mYOUd3I6J2Sf4vL6YU7y9+vtVVtgw0vOMB/mc0SG7BNjvvay/G57daK9MYp3+zDfKq+vD+pfcsOv56tqPkVIcyzTDDlmi53lp5nP3MUYwelt419sjfkwnyMw30mhttIda51XMFGB+cRnubE/Z8lM19LdQ19vl+Vbc5rZj+tg9eSid7G4dtJk9HBra+bb9BsL0d4to/kid3R26llS+epipZNw+tgqv960N0ZB+WG+dexJ0kNu+7lNZnp+WZZ0W0ox3/vzENjFZD51EFU16DqYr3yZb3nNF7MvzHdqxMuvT+39xnzlsmIU78+DObSoXOdzDHWOMXXgXp70j+8X9u7mc83D/sdxnc/97TpNmW88jZuWz1OqmGWyNTDMJyFilNat9n73N+DZlflu30rPb4qx94b5dv26As0XWaTezLfkl9UFSmfgs0Jt9OEFMhdMSGC+tFko8TYd45nKYOPX22XLzSZjF/D6/rN5tBPz3TBfdAOrxXzNJ/2A/DrX3hgF5deY+U7IddMTC9o9mYaWtB6bclnOUprSvdt4hwvmuynmi/+NM9Q2UeZbyhOzZJ78Ev62dO49PZzyQ3tjYL60uSjxNo0hzfWnGhbbuR5ImBy28akGzGecnDJVwV+kmIUzNK1I82XLOJjvt+U5tLcE5kubjtJv9n6tzvUku34lz3FR0JTZj8NnikGv777nH5R1ezOf+gMLMd+m8uRsZnLM9xmUX/PZX/1bxPikbMGEREHzjdUvT3tcGt3ZiahgWk7Ex3Xji1oCYD4R5cF8zq9K597EMfjD+W3p8paPst2+PO1xaXRnJ6KCaXkP2v0sPzftRpgEnGu+/Kc7fo/ZzBe5WM42trpAzvwS+Kp04k0QAdtFRukjKBmYr95UfJjA5cAEYD4R5cF8zq9KJ949sVtp+M8OzFdvKk6B73JgAjCfiPLkb2bhbzOnGN/npRNvVOxWnW8jgc1mOSApUVB7n5ivdfo1X57iYb6YFOP7vHTu9UYS2/k2uLqjEw5IYmC+qlOxcE6/w0Wy/DBfYIHMWcb3een0O0Vy1fm2H7/3A0dTR2C+qvOwcDCfiMJgPt/nZTPvearz7WhreY7vXWxgvqrzsHAwn4jCdG6+T4/8Mmf2SNUlL9WmLXfiv7La+2zLfGjPBvOJKAzmK2K+UqrzFWPHKq36D/NVnYTl07X5MhQP823KNfYnZ6RUCbZzlufIuo35D/NVnYTlg/lEmO8mTH5CzPeZQn7SVBco3vEtNOO/subL3Bj/Yr7s5Hh7WebzLsp88bsQZb6/heRnR6qekFg9pCqM2APcEcXrHuZrHszXqfn+yuj2jQl6dZmYXFmR7ZZIXjD5hxwTmK/qDFwFmE+K+W7Cun3Zso+ao30LOJNjjaoz4qRyVncejChrvsa0lz8DV0GD5tu6RznVrkiTC3+bLdcYYS/wuxXbqXFqgSs9M2W194n5+gDzCer2dWu+JePsjtLpek/kKX91pwvz1Z5+qwDzCTLfDfk1rTojch5OLecQ7TWQfqsg08y0mc8+5ksVGTJRV7ZTo8hxST6rxbX3ifm6oU3zbdoj5gtH8nwUrzppqTltFDxAgScZ7bWReGsB88maqO8mT37HU9JW1e3KyP/9c/n3//Yn3oOrbw4J1hHlP8zXRuKtBcyXqXj1mu/vLvntc9veLPzfP8Mw/PPf3qx7cPU9IUE2RkkKFqlP7f3FfOXAfJmKt7U8RRphYL+ruWmf6oz0tzP5/t+/lyPmOrj6rpBjvjEK+k+C9j5b7PDlyWyV0qz5Nu00T/E2lSdzI1ya4hL2V85kcdB2RgYML/zfP8oWZ1P937+X+4fLiKW2qDaOOWtOW8+14IlRRDAxse+HO77T/J6za3KR5iYk4XRIJvMV+Rk27TFD8baWJ39T/KvLb4zAV4HYkf7Ca2kuG+Of/8zPRx06Fr077b9/huHy77/TIpfLxVr9/Nh9lvLE8V9z075KW+/zE/P1R8vm27TTPMXbVJ78TXFpkPviYAYMfm9eilP/P8pMVZvWe9NWna2oLKCvniOEm2+MDP5De0KyTYdgvqwl3Fqe/A3y7xbzJcyAa4vMg5OObtmKucY1p/XG/2hL5xbfqS5JHqf+6KWVN0WT5kN7YRo336b95inhmD4il8zWCCPj8/x50gNxH8VUTWXen+K6gLesYN/Fmf32loq0t8QZ/hNivia1ly2b1Us+893o9m3f0XnNMt52qvaWZHE88e0Os/f33z+KuSztXf79T1GbQ3Pa6jmiRvONkdB/QrT3ifl6pX3zbd2vqBqTsFluNZxPe+q3CbNqKIIdNW2w8v/+vZhDl9pH9shm5rHOJNooG8f917n2/jLUKYCs5rvR7dtV+N2ta6vt1IwQ+FZd7IzcasbUkbu7T7l0p/fitGt6v63+od3lyz3W2YD5xtjtP7SXIcNIS2IC6cJ8W/dbSs/O/W5qn7tVZyeFmMU+c8nP/5zC8s34f+dFvnlZR4/QWP30aEN7S2z1H9r7S4dPBrnNd6PbF9zvEsbngVYUGZuSwqZV8uRx9xPrd3ctHTfVkv/8pw6VukY2rdVPjHhD1BWR/pOjvU86fN3Ti4FlzIgAABRwSURBVPm27leC/FQFLg01XnW7E82OdRtL5SdFq+ZbIuw/OeYrpb0M5kN7kRQw3w35Rex6XyRJCvu202o2Txhta28Jp//QXgbtlc1adVHGfLca5FeL+ZLnhSPrls25wqMT841xai3dHQW1h/lEgfmkFLKU6tJGJ2l9R6i/YOmy5AtRVRftwUIx891qkN+pJYxX3RJ/T5ghPXn0ltwjozftqaoT4r+C5suT6zBfPD2ar1Qhd6hOdZ7aikrljvjoJ8VHRj/m8+mtrP8Kau8vHT55lDTfrYZf62AJd7vN99WyQObEsSN6yPKRof6apctyYsQorYj/mtdeFblUFIXNd5Pxg42NMEkJ41UXaI2rCyzL5Ekcu6PtRB8fzWtva23M6T+0BzaY716MJTaVMInqjKayaeFTs8bxaDvjR0bD5juirgz+K6u9v5hPKuXNdxPzs9mi8pUwreqMdrJ1Rfny++zbf2p9KF2WlJFKV+f5D+2BDxHmu0n68eKtlsp2RlPZt1bCfHFeNCmA1WjvqJMr6vME/6E9CID53IXJpjqjqRxZ93iyyBbtySAQLR3sGc5zVoyDO+pEe9IyZ0VIMd9NwE9YxHYJoy75jdGMEnyh1pnSZTkUZzvPrhVH/Fe2haI9+Qgy3y37D7lJdcsqBVvUauRMTwmjDTc4o4FDK1Wp7DYYv2LZNthktmyM7sy3yXaq89QtFGxXMVGj/MaoXRJ2VG0+CX9IbfVf8eaJ+apAlvluJ/ycWyUX1t6yzbKtazUk5KzdUbUt1FArUumybAuB9SfGf8UbJtqrBXHmu6X4UTepzrfu6i7KtrGYkJa8tkal2liixvILdJ4aPv+N/y3e3GrJkNCI+eJVF954pPbUhcs2ttWQnMXio0aF/K7NfMKdp4bdqEu3s3za25chwUCi+W4RP20q1Tm3ubWopRvdSlSU0VajRpcIL+1SyNK/7eaQIz+0Vx1CzXdz/cDJVbe6x/gVC7a6yKgxtQVCvlSEl7Be4Y2x2K64/9BejYg236Y4vruDq+dvcluj6kznC7GCEVgwtb2U/t0Ohd3civgvSebJlqNARZb5cqrujMLnaW8Ho/as5wu1bpRWzO/fkszXhu3GCIstp/8ypyCBGa9qypuvatvZx3JqY0sVzeRBXxS3YPEC/G5LeGNEtq8M/sufi+Rnv7ooYL6tqqvrJ69Ffn878N8YRo3KbJ08uzN22t4vu8Nh5/kP7TVAJvNtUp29bvHTtPVgEzazs6OxFLkaeUSYbfutqm6Jg95K7j+01wZnmS9edTG/a3W/fXXyazVvrsYZFky+zU4kZ0eqdpTEf5HJKnkmKZ7NmiSZ+dKqzrn94idrxwlJ0m7zRFcp1RnxFThSVJtkFojSJ6ZAnNF8jLO6dd0iOaR4HmuVQ+bb1HqPl7XGepC89Z4dfebZrbGp5juj9BHIjR1a2lrD1YhcpUjqKJ6+Gmab+Ta17eRlrbQqnNqMzwhS85FAb7vjbOfZlTzGf6XSTqXprhZWzFdWdc7yFD9l+4qdpz0nDBL3vkB7OyKn84xKHvBftrTWTKKriPU+X3Hb2eUpftb2FTt/wz4YZPAdgfk2RSnnOau6WpiCeabSFFcXm81XvMS3amuGkEa+Ncjj8aG2lNJlkR4Cm4OERFdpcquO8u9w2Ue99UNaa48MUnlMoL2YEOg8NQr6r960Vh21mu9Wcy2R3OwDQU5fDcwXDuHO+6sMcub3X70JrUYqNt+t5roivP0HgsweCMzniyqcZ+eTbP6rN5VVSt3mu81Vs3gx9pW8dGPfH+R3O9CeM+Q77+/a/Syn+q/eDFY11ZtvpNKqU0VSCAS5Xg3OhhG1VO/I7HGG/ypNXA3QiPluNdehKrJDOEj6n5hPiYqctzVvJPRfvSmrAdox363mmlRLpliNbrN/tweuxnISSlfDqDiSLo77r95k1QZNme9WeX2qKGushpoaSifkHNHVwaqh/tClK11spBqx3O2/qtNUG7Rmvlv9taquJBITPVihh2NcokbbLZE8P2z1X+0Jqg0aNN+tibpVaVoJR6t6aPW41KjadmOk6uoFGuzqLhpITW3QpvlurdwrXHWiCURjqmjscNSo3XZL5MkGAf+1kZGaoVnzjbRR1dpIPc5owxltHMUSDXTv1MivHNt/bSSilmjcfLeG/tRqJhM5Q00WpTP/tqi02EY0Zrsxyrb9QP8PitO++UaaqX+N5SZnDFaU9kIoqiikM5q03RgS2vtSBvwnkF7MN9JM5WsyWwVCsghllsoO+++J0r9q+pDjGLsMcsoGt97Md2uo83frz39LyBGhkGLY0YPn1JDTrsMlwX9C6M58Iy3VvB7yWjjsLJ9fMNn2uFqS3uqDKJFElgT/FadT893a6vzdmnj5Z8LIJsJS5uutS2eHNHnsKIy0Q+iKfs030lK16zMDxoTticiIN1AqgUVG6TNaMgTa4kh5lt+0+FF0Re/mu7XY+es8MyaM3WZCYMlDpiFSFUnm0TUM5ptorNqRWDMEAssTMtvmGaXCf9nAfBqNVTvy8qmB+c4Ose3x1FLhvwxgPgeNVTsS9BnBWT0vJKf+bAWTfBIaAPN5aa/OkawTBifzjJCc64uUDf+dBOYL0WqdI2sfD85hwpCf38uWTf75qQ7Mt07DdY70vS84b0miioQup4RVnK5awHyxtF3nSOWbgtO1OwYlilf7Gpt8LWdPOJhvG83XOXJ6THCWtkZd+Vp+Ues6nwLBfHvooc6R3H3BmYmP6hJ0XaWF3WC+/XTSSEj0RnBCwlHReKZdz4sXA/KA+Y7ST4Mh44/BeXBGjbZTK3bxYkBOMF8aumo8Paf+no/dGfUK79ZZswUVzJeS3hpShxro8JDtqHQ80663xUsCpcB86emwUampsHRaPjc6OUxnNCCM2ssPqcB8Z9FtGxusKJ2xk0V7RxQO43csXrWOV8vixQAhYL5zaSNrpDoJtZuj9vKHw/6ZitechNWveDFAFJgvEzQ/+2xU58K6ShuOVj1nV7PixQCBYL6s0BTDZ0a4WiSXLRw9eM6uTsWLAWLBfAWgWUaeIlEulFOS1ejNc3a1KV4SEA7mKwZNdMfpKuhCsebr1nN29SheDKgFzFcYWuzBU7caaQWTamvxe1yN4j+EhGpQvBhQF5hPBLTes8/tkfh7oMN3ZL/FT51wOEuwG8wnCFqyTLCXNDi3cBDMJw6SpkD4USTArwCpwHxyoesgBH4FCSef8w8JwXx1QOPn5HcF5xxOBfNVBhmBc94wnGrIA+arFUaBMp/n4iVpFWoy5AfztQCJg3NbHZxYKAjmawqyCadUOJxPkADmaxNGkNKexuIlqRpqI0gD87UPSYdTx9kDUMF8HUEm4oxx0gBumK9PGH3adKKKF0M+1CioC8zXOyQszgynCHoD88EEf7b7TkjxkoiCegINgPnAwWBF8SKVOgnFiyHhJHReE6A9MB9E0VsG7OQwfUfd5+FDP2A+2EnbWbLJgwocZg8HC7CA+SAZLaXRBg7Bd1DN/EYAu8F8cBb15tnqChz5ExQvD4AQWjTf19tlGIanj3Tb/PP4axiG55fih5bkWF4Tnplt1OJC4cWr/fQCFAfzxdCK+dKfmaPITNZySlLdqQOoAswXA+bLh53Qj8SRAkg+ruTFA+gKzBcD5quV5L7ZHcVPBQAstGG+j+uSYJ4+3Pl9/HCO67u6+l1sL0/LIqrnXOZ7fx48G3x9fRjsAiyrPH249zgtP341uLcQOopxUw+PX8oWlGWmUs1xef1T+lcTCqICaJ76zafLYBiGy9OzYT7FZ0rcF5g89Ki7YRgeHr+0BV605QMbHE1s9hFnM903eNULdn03t6z6ae0oPAvMR4H5YljOT/GSAMB51G6+WRWLAJaumPmJ3Ydb+kN33yw9pMkiWj9s2sKskMWLd/suOhlX1/pk4zK/3l61Pc6lWoo9LTB/Yvw3dBSL+QxhK6eiv9HOrWA+gB6o3HyaTiaMwUalp6XycTXFZnSD1H6bar7x39YGjZJYBRtLZbhWUeO4O3WzWscx4igm82lHcR9fVUqF+fxgPoAeqNx8RmYf0fK7Z2RS62C5ZWYPTr58/0yy0V2r7MgYEQ2Pl6p7tC8l2uoNH4XLjobqMN8aaA+gB1own3nJSsvvys0vjgh145ReWrz5lI2oZTMNbXsubL6Yo8B8R1lOaPGSAMCptGC+iD5f+IGEM/p8P6q6LCdtNV/UYxWY7yCYD6ATKjdf7HU+8wEAnROu8yklub7bstxqvpijwHxHQXsAnVC5+cybMJWHHKy7Pf2P3C1X0Xx3RW6+t9MsjP8JQv8n+qMR60eB+Q5Bhw+gH6o33/7n+az7TS7mXSTGAnctuTfoGAJdljQGKrebb/0oos3nlHT3YD6AfqjffN8/5ntPnD0b/ZUr+rf3Acy7XVYGJ0PvcHHs1+xm7THf2lFEmE99np2enw7aA+iHNsx3EM+luxR4nsMDWdDhA+gKzPdzovmM97CAVDAfQFdgvp8TzKc+eE6HrwLQnmyyTaes78j5uDA0Aeb7OaPPt1wvDD+HABKgwyeabDck2zvCfO2C+aB3MJ9oCpoP2gXzQe+gPdFgPjgBzAddQ4cvjPoUqXvcL/h4T3i2ZOcW1L04J5V8fX0YhueX+8tsl+eRVh7pCRyOe/ZK52jn8eMFAWA+6BrM58cxQ4iugdUpmldmS75Zyplivh06YL6r/uhthPlChxNnvgTHC0LAfNA1Y2YqXgyBzDKY36UwvQDIltb6FM3+9wLa01Jat5t538ag6WTVfKuHs3qHS4rjBSlgPugazOfBccPzmPrnLB/16va12ZJt81l4zGcMQq6Zb/VwVs2X5HhBCpgP+mUZjSpeEnn4ZuNaXUB7D99qV8wYHnRcSvSYz3OBzbfi6uGsmi/N8YIQMB/0C9rzc9B8U/aPMYHr2pjyuto6zLfheEECmA/6BfP5ydTns1acwz+1lkjz0eerDMwHncJQZxDXZa21K2f3ZbTrXltNoDtmg/lW5+DcOHvlzut8mK8CMB90CtoLY94MOffJFrtE3+voN8G0vGsqro3mmwpjrKWsuHo46e7txHwVgPmgUzDfGq7H1/ThvtUpmrfe4TKHwy6D9jyf9Xj4+gzVa4djz9tsPcl+/HhBCJhv4c/jr8gK+ufx11Ld1X9DNSxZq3hJhKPlemfriHqnifKhp2vlttH3z82aTtltvm9LXWvvcLEPx5y3ef87XILHCwLAfAuYryMwH0DPYL6FfeaDKkF7AD3Tt/nuAxfPLw7zLa/EHfSL8O4+38vTYF6rH7dw32Zwg08fyyX069ODdRdZvJhhBTp8AJ3Tr/nMV+X+er6qajGuPQzq8L1ntPP92Rz3Vz9Z3+DDdJXi19vr19vF9Q4kXvqeBMwH0Dndms94YaDxYtnwHc++63xGD0/tBUZs0H4rvHnPmNGhhJ2gPYDO6dV8dqfKeszIuKdrnhXsJ3CHi7LMzyjCaSMxG9TF9vqqDniaToXd0OEDgF7N5xg8VC6kOUYm1fFJ/72dX28XbXhzVteGDS4o4mSoMx2YDwAw30IK8ykbeXlSPt9jvvsWGOpMCNoDgF7N5xh+VEYU1a6bg9DzfPMYptJj27ZBhanXqG8KjoH5aoO7miE9vZpvfsBgtpHzDhd7quiV63y371lyT8+u1WM2aBby8vR8CU/dCdEw1FkhmA/S06357HcmrT7VoL+13fsOl1mihsliN6gxvWyJp+YTgfYqBPNBejo237f6oj/Xk+z6O3CVscqVt5eNTwp6Z5de2aBjFYY6U4H5snL/a88etPC91cFYcdMrJgBi6dt84tGfbYBDMNSZE/NNEWo1Dr3V4cgrJgBiwXySiZhIGqJBexnRL2w7pni15vlTXwex8xUTALFgPpncx3N4jC8VmC8fgVF67+RBD49fB18xARAL5pOJ/T4zOARDnVkJPMbj/Gp57cOhB20BYsF80AVoLyuYD2SD+aALMF9WEo52bnjFBEAsmA/ah6HO7BivblDv1Yq5w2XfKyYAYsF80D5orwDWyOS9rxZ+MmH/KyYAYsF80D6YrwyKpcwhSu2tDlaPbecrJgBiwXzQOAx1AoAB5oPGQXsAYID5oHEwHwAY9G6+aTKEIflLwtSLE8pt2Sk5abNNwVAnANj0bT71PrHECsF8AABCwXwn3RuG+QAAhNKv+e7jnNp91eGpv/ZNKjYrSlvAt67r+ST3PGeG+XikFwAgCsynqGjTA7b6t8FJxcYXWDxcItcdhsF+w4VjRdV8aA8AIJZ+zXf7NkY7w1N/hb8NTyo29RSXntwkM5+0HPt1znO2mM9+pRMAAHjBfLPMwlN/bf3W9qJ+7+jLk7OLpoym+ick0xZ++ri/7bf4+QQAqAHMN5svPAFKxLfeqVW+P65ua8660t/GZJvPcw+OetGRVxcCAMSC+Yqbz55+PXJaluWt9lzkA3l8vV2S1MlU2wFQwHzaaKf3CYeIb72TijkeP1BcZW9ZHSmNGO00VwEQwP1agIztAKhgPuMOF9/UX+Fvw5OKBe9wMaU1dwG1ycyc85xpQh1vVeW99SAEzAeSwXzhacOU/tamb62nGi5Pz/rFvKUxz5o0YrkjxjvPmdGVdNxHA1ACrUorIxaBx2G1Vcy/IM3tABwF87lGGs0WuPVbx5Psl9c//ifZ1Yzw8Phl3fnpnufMHEQdu5IkCCiNy1ihx2Edf/xd3z3bAUhB3+YDgHPQRymDj8OaF7O1P+kY7YQzwHwAkB7NWBGPww6D+xYtzAdngPkAID2ascIPBZmvEtQuV2M+OAPMBwDp2WS+27f9PodpXcwHZ4D5ACA99mhn/CM36iM6mA/OAPMBQHq09/OFH4fV3sNurqtvByANmA8A0rPMruV/qmGxneuR1vlSn7kdgBRgPgA4A+NtROHHYXX5aTd5WtsBOAzmAwCAvsB8AADQF5gPAAD6AvMBAEBfYD4AAOgLzAcAAH2B+QAAoC8m8xEEQRBEP/H/CjZWYlDKS6YAAAAASUVORK5CYII=" width="400" /&gt;&lt;br /&gt;
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&lt;b&gt;The Concurrent Process Model&lt;/b&gt;&lt;br /&gt;
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&lt;img alt="" height="400" 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" width="285" /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;b&gt;Specialised Process Models&lt;/b&gt;&lt;br /&gt;
- Component based software development (CBSD)&lt;br /&gt;
- Formal methods&lt;br /&gt;
- Aspect-oriented software development (AOSD)&lt;br /&gt;
- Unified Process&lt;br /&gt;
- Agile process&lt;br /&gt;
- Personal process model&lt;br /&gt;
- Team process model&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Selecting a Process Model&lt;/b&gt;&lt;br /&gt;
Factor:&lt;br /&gt;
1. The characteristic of the problems to be solved&lt;br /&gt;
2. The characteristic of the product&lt;br /&gt;
3. The project environment in which the software team works&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767464189479608057-6150720217971678507?l=supering.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/6-2s06QZZYzNezmTM_MxdH_ns3g/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/6-2s06QZZYzNezmTM_MxdH_ns3g/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/6-2s06QZZYzNezmTM_MxdH_ns3g/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/6-2s06QZZYzNezmTM_MxdH_ns3g/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/gkcXCxwcl1o" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/6150720217971678507/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/07/module-2-software-process.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/6150720217971678507?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/6150720217971678507?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/gkcXCxwcl1o/module-2-software-process.html" title="Module 2 - Software Process" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/07/module-2-software-process.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ak8DQngzeyp7ImA9WhZbFkg.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-4675194976861393279</id><published>2011-06-20T22:28:00.006+08:00</published><updated>2011-06-21T20:21:13.683+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-21T20:21:13.683+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Hafidz" /><title>Task 4:</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/--NoyB1ZrYz8/Tf9YOfsVeRI/AAAAAAAAAFs/gtvffM-MFX0/s1600/myth-final-logo02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="248" src="http://4.bp.blogspot.com/--NoyB1ZrYz8/Tf9YOfsVeRI/AAAAAAAAAFs/gtvffM-MFX0/s320/myth-final-logo02.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: 11pt;"&gt;Myth  is all about legend or something we recognize as a part of tales that  continuously go along the time, somehow the fact could be true or false  but it is still become famous among the others who believe with it. In  other word it’s may be good otherwise it’s become worth. In term of  software management, the myth will goes around the meaning of quality  management, cost of belonging, time that under going to be pursuing ,  thus who suppose to be able to use in term of the last user and a lot of  matter will come out by currently idea that been exposed in our mind.  Talk about discussion even though the discovery should have a reason and  the idea naturally goes at random without curious about the order.  Actually, their had many kind of myth but according to our task 4 we  suppose to discuss about those three type of myth :-&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: left;"&gt;&lt;span style="color: orange; font-size: 11pt;"&gt;1) Software management myths&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: left;"&gt;&lt;span style="color: orange; font-size: 11pt;"&gt;2) Customer myths&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: left;"&gt;&lt;span style="color: orange; font-size: 11pt;"&gt;3) Practitioner myths&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: orange;"&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 14pt;"&gt;1) Software management myths&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY"&gt;&lt;span style="color: red;"&gt;Myth 1&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;Risk of losing data with an Electronic Quality Management System&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;One  of the more persistent myths associated with QMS systems involves the  perception that the electronic storage of data is somehow riskier than  retaining paper versions of the data. In fact, electronic documents are  far safer than any other methods of documentation. Ask yourself a  question: Do you back up the files in your cabinet every day? Probably  not, but with an electronic QMS, you can create a backup of all your  data every night, therefore ensuring that your data is always safe and  secure. Do you have a copy of your paper system off site? With an  electronic QMS, this is normal - or at least it should be.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;When  you are looking for ways to save administrative costs, increase  employee productivity, improve business performance, and speed up the  customer response process, an electronic QMS is a must-have. Deploying a  QMS through on-demand / SaaS solution is a hassle-free and  cost-effective route for small and medium sized enterprises.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY"&gt;&lt;span style="color: red;"&gt;Myth 2&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;Allocating extra resources to a late project allows it to catch up with the project schedule.&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;A  software project is not a mechanical process such as, say; digging an  artificial lake. In case of creating an artificial lake, adding more  people to the job can help dig a larger area in the same time. However,  in a software project, adding, more people actually increases the time  required to finish the project. This happens because a new person  joining the project requires time to understand the requirements of the  client, software design, and standards. Moreover, the existing people in  the project need to devote time and effort to train the new people on  the software project. Therefore, allocating additional resources to a  risky situation increases the risk to the software project.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY"&gt;&lt;span style="color: red;"&gt;Myth 3&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;As software by itself is flexible, changes in the requirements can be made at any point in the software project life cycle.&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;Requests  for changes are common with all projects. However, the timing of the  change for requests is critical. This is because an untimely change  adversely, impacts the cost of the software project. For example, a  change request during the requirements gathering stage has a relatively  low impact on costs. On the other hand, a change request during, the  software construction stage can be extremely expensive to incorporate.  The software project manager must decide with the customer upon a set of  objectives that must be achieved at the end of the project. In  addition, the project manager and the customer&amp;nbsp;must decide on a specific  phase, beyond which only critical change requests are accepted.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY"&gt;&lt;span style="color: red;"&gt;Myth 4&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;Deploying an Electronic Quality System can cost companies huge sums of money&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;The  demand for quality management software has increased the competition  amongst vendors. Companies can select an electronic QMS at an affordable  price. Many vendors now offer less-expensive, cost effective quality  management software through services such as on demand / SaaS, where the  software is hosted on the vendor's server. Additionally, this reduces  the cost of ownership by over 60% and makes the implementation possible  in days, rather than weeks, all for a small monthly fee.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY"&gt;&lt;span style="color: red;"&gt;Myth 5&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;Poor to no return on investment on Quality Management Software&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;When  considering the use of a QMS, senior management will usually question  the QMS's potential return on investment. Various studies show that  using software for quality management can save administrative time,  reduce printing costs, improve production cycles, speed up change  control processes, and improve speed of response - all of which adds up  to a considerable return on investment. One of the biggest costs relates  to risk; a good QMS will substantially reduce the risk of incorrect  documentation like specifications or inspections being used and can thus  provide a difficult to quantify, yet significant savings. Depending on  the scope of implementation, a QMS can offer return on investment in as  little as 12 months.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY"&gt;&lt;span style="color: red;"&gt;Myth 6&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;Only Technical Personnel can use Quality Management Software&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="border: medium none; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;It  is a common misconception that anything relating to software is in the  realm of an organization's technical team. It gives rise to this myth  that only IT departments / technical personnel of companies can handle  and use electronic quality systems. The fact is, there are quality  management programs which are designed for everyday users who are  familiar with internet usage - programs designed to be user-friendly and  intuitive. In essence, anyone who can surf the internet can easily use a  well-designed electronic QMS system. Further, quality management  software is far easier to use than a paper-based system, as the QMS  software will typically include help manuals and technical support.  Moreover, deploying software through an on demand service doesn't even  require an IT department, as the vendor has a support team that installs  and implements the software.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div style="border: medium none;"&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY"&gt;&lt;span style="color: red;"&gt;Myth 7&lt;/span&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;Electronic Quality Systems are only for big companies&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span lang="EN-MY" style="font-size: 11pt;"&gt;This  prevalent myth asserts that an electronic QMS is designed and meant  only for large organizations with multiple sites. The fact is, that in  such a competitive environment, it is mandatory for every organization  to track and control documents, manage non-conformances, and adhere to  regulatory requirements - whatever the company size, amount of  locations, or number of employees. All companies must demonstrate the  highest standards and quality to auditors if they are to be certified to  a standard that meets industry regulations, as well as customer  demands. Achieving these goals can be easy with an electronic QMS that  ensures continuous improvement, critical information security, issue  visibility, quick problem resolution, and fast regulatory approval .In  order to effectively and efficiently market new products.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: orange;"&gt;&lt;b&gt;&lt;span style="font-size: 14pt;"&gt;2)&amp;nbsp;Customer myths&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: 11pt;"&gt;A  customer who requests computer software may be a person at the next  desk, a technical group down the hall, the marketing /sales department,  or an outside company that has requested software under contract. In  many cases, the customer believes myths about software because software  managers and practitioners do little to correct misinformation. Myths  led to false expectations and ultimately, dissatisfaction with the  developers.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: 11pt;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="color: red; font-size: small;"&gt;Myth 1&lt;/span&gt;:&lt;/span&gt;&lt;span style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;A general statement of objectives is sufficient to begin writing programs we can fill in details&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #3d85c6;"&gt; &lt;/span&gt;&lt;b&gt;&lt;span style="color: #3d85c6;"&gt;later.&lt;/span&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
Reality : Although a comprehensive and stable statement of requirements  is not always possible, an ambiguous statement of objectives is a recipe  for disaster. Unambiguous requirements are developed only through  effective and continuous communication between customer and developer.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: 11pt;"&gt; &lt;/span&gt;&lt;b&gt;&lt;span style="color: red;"&gt;Myth 2&lt;/span&gt;:&lt;/b&gt;&lt;b&gt;&lt;span style="font-size: 11pt;"&gt; &lt;span style="color: #3d85c6;"&gt;Project requirements continually change, but change can be easily accommodated because&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size: 11pt;"&gt;&lt;span style="color: #3d85c6;"&gt; &lt;b&gt;software is flexible.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
Reality : It's true that software requirement change, but the impact of  change varies with the time at which it is introduced. When requirement  changes are requested early, cost impact is relatively small. However,  as time passes, cost impact grows rapidly - resources have been  committed, a design framework has been established, and change can cause  upheaval that requires additional resources and major design  modification.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: orange;"&gt;&lt;b&gt;&lt;span style="font-size: 14pt;"&gt;3)&amp;nbsp;Practitioner myths&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;Myth 1&lt;/span&gt;:&lt;/b&gt;&lt;b&gt;&lt;span style="font-size: 11pt;"&gt;&amp;nbsp;&lt;span style="color: #3d85c6;"&gt;Once we write the program and get it to work, our job is done.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: 11pt;"&gt;Reality:  Someone once said that “the sooner you begin ‘writing code’,the longer  it’ll take youto get done.” Industry data ([LIE80] [JON91] [PUT97])  indicate that between 60 and 80 percent of all effort expended on  software will be expended after it is delivered to the customer for the  first time.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;Myth 2&lt;/span&gt;:&lt;/b&gt;&lt;b&gt;&lt;span style="font-size: 11pt;"&gt;&amp;nbsp;&lt;span style="color: #3d85c6;"&gt;The only delecerable work prduct for a successful project is the working program.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: 11pt;"&gt;Reality:  Aworking program is only one part of a software configuration the  includes many elements. Documentation provides a foundation for  successful engineering and, more important, guidance for software  support.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;&lt;span lang="EN-MY" style="font-family: Arial; font-size: 11pt;"&gt;Reference List:-&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;i&gt;&lt;span style="color: #444444; font-size: 11pt;"&gt;&lt;a href="http://b-eye-network.com/"&gt;http://b-eye-network.com&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;i&gt;&lt;span style="color: #444444; font-size: 11pt;"&gt;&lt;a href="http://www.wikipedia.org/"&gt;http://www.wikipedia.org&lt;/a&gt; &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;i&gt;&lt;span style="color: #444444; font-size: 11pt;"&gt;&lt;a href="http://ezinearticles.com/"&gt;http://ezinearticles.com&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;i&gt;&lt;span style="color: #444444; font-family: Arial; font-size: 11pt;"&gt;&lt;a href="http://free-books-online.org/" style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;http://free-books-online.org&lt;/a&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style="color: #444444; font-family: Arial; font-size: 11pt;"&gt;&lt;a href="http://b-eye-network.com/"&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-MY" style="font-family: Arial; font-size: 11pt;"&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767464189479608057-4675194976861393279?l=supering.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/oAszpcWwIUJOq5EAd6lb6eLq29A/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/oAszpcWwIUJOq5EAd6lb6eLq29A/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/9vK5zsBELNA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/4675194976861393279/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/06/task-4.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/4675194976861393279?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/4675194976861393279?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/9vK5zsBELNA/task-4.html" title="Task 4:" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/--NoyB1ZrYz8/Tf9YOfsVeRI/AAAAAAAAAFs/gtvffM-MFX0/s72-c/myth-final-logo02.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/06/task-4.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEIHRHY9fyp7ImA9WhZbGEQ.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-8380358247058943447</id><published>2011-06-16T00:10:00.002+08:00</published><updated>2011-06-24T13:15:35.867+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-24T13:15:35.867+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="faidhi" /><title>Task 3:</title><content type="html">&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Based from our reserch at the &lt;a href="http://www.jobstreet.com.my/" style="color: blue;"&gt;http://www.jobstreet.com.my/&lt;/a&gt; we found that to take a job as Software engineer or System Analyst a candidate must have at least 2 years working experience so that they are worthy for the company to take them as a worker.Besides that a skill worker also needed by the company so that their effort are not useless for taking a person as they worker.The salary also quite big for people to have.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/GoQsASGy0TnBrkFuRA0gYA3Q-ZU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/GoQsASGy0TnBrkFuRA0gYA3Q-ZU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/yR0ljDSQDjc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/8380358247058943447/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/06/task-3.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/8380358247058943447?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/8380358247058943447?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/yR0ljDSQDjc/task-3.html" title="Task 3:" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-LhjMfUmgJ_A/TfjYcJuuAGI/AAAAAAAAAFo/7X32m6Zo6K0/s72-c/untitled.bmp" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/06/task-3.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUUBSHwyfSp7ImA9WhZUFUQ.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-3850112600968958231</id><published>2011-06-08T23:52:00.002+08:00</published><updated>2011-06-09T13:27:39.295+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-09T13:27:39.295+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="faidhi" /><title>Task 1 : About Us.</title><content type="html">&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: arial;"&gt;Subject&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;            :   Fundamentals of Software Engineering&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: arial;"&gt;Subject Code :   CSEB 233 &lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: arial;"&gt;Lecture &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;           :   Mdm Badariah Binti Solemon&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: arial;"&gt;We has being assigned to form a group which has 4 team member's.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: arial;"&gt;To know further info about our team member please feel free to visit the page titled &lt;a href="http://supering.blogspot.com/p/about-us.html" style="color: red;"&gt;About Us&lt;/a&gt;.Thank you. &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: arial;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767464189479608057-3850112600968958231?l=supering.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/RPqhIWUXp_THBMrY9U-EsCwsWgk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/RPqhIWUXp_THBMrY9U-EsCwsWgk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/oybD-oZYSJA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/3850112600968958231/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/06/task-1-about-us.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/3850112600968958231?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/3850112600968958231?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/oybD-oZYSJA/task-1-about-us.html" title="Task 1 : About Us." /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/06/task-1-about-us.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkQESHg6fCp7ImA9WhZbEEg.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-1366850315364701082</id><published>2011-06-07T21:43:00.008+08:00</published><updated>2011-06-14T21:31:49.614+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-14T21:31:49.614+08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Suffian" /><title>Module 1</title><content type="html">&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;MODULE 1&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;(Introduction to Software Engineering)&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;&lt;b&gt;What is 'software'?&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;-&lt;b&gt;Instruction&lt;/b&gt; that when executed, provide desired features, function, and performance.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;-&lt;b&gt;Data structures&lt;/b&gt; that enable the programs to adequately manipulate information.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;-&lt;b&gt;Documentation&lt;/b&gt; that describes the operation and use of the programs.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Example of software&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: right;"&gt;&lt;a href="http://4.bp.blogspot.com/-VUxcfcAwyjc/Te4qGPv_-aI/AAAAAAAAAEQ/IE4Ts8tPt9c/s1600/b78840c0ac64.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-VUxcfcAwyjc/Te4qGPv_-aI/AAAAAAAAAEQ/IE4Ts8tPt9c/s200/b78840c0ac64.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&amp;nbsp;&lt;a href="http://3.bp.blogspot.com/-vcFuGh6H5ic/Te4qIuYoHwI/AAAAAAAAAEU/r0pzJttQbtw/s1600/downloads_code_boxshot.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="126" src="http://3.bp.blogspot.com/-vcFuGh6H5ic/Te4qIuYoHwI/AAAAAAAAAEU/r0pzJttQbtw/s200/downloads_code_boxshot.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-e98G1INWCZA/Te4qK0wYMPI/AAAAAAAAAEY/56gmqjTsABs/s1600/radio.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="178" src="http://4.bp.blogspot.com/-e98G1INWCZA/Te4qK0wYMPI/AAAAAAAAAEY/56gmqjTsABs/s200/radio.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;Software Application Domain&lt;/b&gt;&lt;/div&gt;&lt;ul style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;li&gt;System software&lt;/li&gt;
&lt;li&gt;Application software&lt;/li&gt;
&lt;li&gt;Engineering/scientific software&lt;/li&gt;
&lt;li&gt;Embedded software&lt;/li&gt;
&lt;li&gt;Product-line software&lt;/li&gt;
&lt;li&gt;Web applications (WebApps)&lt;/li&gt;
&lt;li&gt;AI software&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;System Software&lt;/b&gt; &lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Basically, system software written to service other programs and also provide a platform for running application software. The most basic types of system software is operating system which allows the parts of a computer to work together by performing tasks. The general example of system software is Microsoft Windows and Mac OS.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;Application Software&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Application software was design to help user to perform singular or multiple related specific task. Application software is contrasted with system software, which manage and integrate a computer's capabilities, but typically do  not directly apply them in the performance of tasks that benefit the  user. The system software serves the application, which in turn serves  the user. For instance, enterprise software, accounting software and media player.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;Engineering/Scientific Software&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;The software function as tools to  for statistical                      data analysis, useful for work in of fields of engineering and scientific analysis. Example as &lt;span class="paragraph_headers"&gt;LISREL                        8.8&lt;/span&gt;, HLM                        7, and many more. &lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;Product-line software&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Generally, manufacturers have long employed analogous engineering techniques to  create a product line of similar products using a common factory that  assembles and configures parts designed to be reused across the product  line. Also product line software is a collection of similar software systems from a shared set of software assets using a common&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;WebApps&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Web application is an application accessed all over a network that being hosted in browser-controlled environment. For instance, web-mail, online auction and etc.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="color: red; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;b&gt;AI Software&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;Is a study, design of intelligence agents and it is highly and specialized and also deeply into sub field that often fail to communicate with each other. As example, expert system, diagnostic medical expert system, etc.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: red;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Realities of Software&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;Software must be &lt;b style="color: red;"&gt;adapted&lt;/b&gt;, &lt;b style="color: red;"&gt;enhanced&lt;/b&gt;, &lt;b style="color: red;"&gt;extended&lt;/b&gt;, &lt;b style="color: red;"&gt;re-architected&lt;/b&gt; to meet the need of new computing enviroment, to implement new business requirement, to make it interoperable, and last but not least to make it viable within a network environment. &lt;b&gt;&amp;nbsp;&lt;/b&gt; &lt;/div&gt;&lt;ul style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;/ul&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: left;"&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767464189479608057-1366850315364701082?l=supering.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/ixoQ_P4aRDmO3UmDloAWh-ulIEc/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ixoQ_P4aRDmO3UmDloAWh-ulIEc/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/sN1_LKSfVTk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/1366850315364701082/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/06/module-1.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/1366850315364701082?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/1366850315364701082?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/sN1_LKSfVTk/module-1.html" title="Module 1" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-VUxcfcAwyjc/Te4qGPv_-aI/AAAAAAAAAEQ/IE4Ts8tPt9c/s72-c/b78840c0ac64.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/06/module-1.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0ICRH49cSp7ImA9WhZUFUs.&quot;"><id>tag:blogger.com,1999:blog-767464189479608057.post-4615153456141915632</id><published>2011-05-29T21:29:00.005+08:00</published><updated>2011-06-09T03:32:45.069+08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-06-09T03:32:45.069+08:00</app:edited><title>Post 1 : Why This Blog is Born</title><content type="html">&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;Welcome..&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; text-align: center;"&gt;This is a testing post coz this blog is for our subject&lt;span style="color: red;"&gt; &lt;/span&gt;&lt;span style="color: lime;"&gt;CSEB233&lt;/span&gt; task that have been directed to do by our lecturer that is Mam &lt;span style="color: lime;"&gt;Badariah Binti Solemon&lt;/span&gt;. So that we are very sorry if there any problem for the people who are reading this blog..&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/767464189479608057-4615153456141915632?l=supering.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/T0xB_0QNMI2_u1EejathOF_i65M/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/T0xB_0QNMI2_u1EejathOF_i65M/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/FundamentalOfSoftwareEngineering/~4/XopZ-9onCVA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://supering.blogspot.com/feeds/4615153456141915632/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://supering.blogspot.com/2011/05/testing-123.html#comment-form" title="2 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/4615153456141915632?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/767464189479608057/posts/default/4615153456141915632?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/FundamentalOfSoftwareEngineering/~3/XopZ-9onCVA/testing-123.html" title="Post 1 : Why This Blog is Born" /><author><name>Super Ring Lazat</name><uri>http://www.blogger.com/profile/09071887371051676847</uri><email>noreply@blogger.com</email><gd:extendedProperty name="OpenSocialUserId" value="11221413185900106316" /></author><thr:total>2</thr:total><feedburner:origLink>http://supering.blogspot.com/2011/05/testing-123.html</feedburner:origLink></entry></feed>

