<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearch/1.1/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0' gd:etag='W/&quot;Ak8ER389fip7ImA9WhJSE0w.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326</id><updated>2012-07-03T05:33:26.166-07:00</updated><title>SCIENCE</title><subtitle type='html'>Science
Introduction
Science (L.scire; to know: L.scientia; knowledge) is the organized body of knowledge about the material universe that can be tasted and verified.


There are three types of science:
1.      Natural science: Deals with the facts of science
2.      Social science: Deals with the study social activities of man.
3.      Abstract science: Deal with abstract relationship.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default?redirect=false&amp;v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>11</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry gd:etag='W/&quot;A08DQnY9eyp7ImA9WhZaF0U.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-328747999689768881</id><published>2011-07-04T07:31:00.000-07:00</published><updated>2011-07-04T07:31:13.863-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-07-04T07:31:13.863-07:00</app:edited><title>heart</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;AR-SA&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;h1&gt;&lt;span lang="EN-US" style="color: red; font-size: 28.0pt; line-height: 115%;"&gt;&lt;span style="mso-spacerun: yes;"&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; &lt;/span&gt;Heart:&lt;span class="MsoSubtleEmphasis"&gt;&lt;span style="color: red; font-style: normal;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://4.bp.blogspot.com/-eFQoSimbLUk/ThHOko3WMnI/AAAAAAAAADQ/ZxYwkFdXs6Y/s1600/images.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="256" src="http://4.bp.blogspot.com/-eFQoSimbLUk/ThHOko3WMnI/AAAAAAAAADQ/ZxYwkFdXs6Y/s320/images.jpg" width="320" /&gt;&lt;/a&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 \#505050 -1 100000 tint=92000 shade=100000 satm=150000\,49000 \#595959 -1 100000 tint=89000 shade=90000 satm=150000\,50000 \#000000 -1 100000 tint=100000 shade=75000 satm=150000\,95000 \#000000 -1 100000 shade=47000 satm=150000\,100000 \#000000 -1 100000 shade=39000 satm=150000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;Heart is a strong muscular organ. It is situated between two lobes of lungs in the thoracic cavity. Its shape is triangular. One third of the heart lies in the right and two third of it in the left side of the body. Heart is made up of cardiac muscle. Heart is enclosed in a thin membrane called pericardium. Inner to it, the space is filled with transparent pericardial fluid. It protects the heart from mechanical shock heart during heart beating. Heart has four chambers. They are right auricle, right ventricle, left auricle and left auricle and left ventricle.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 \#505050 -1 100000 tint=92000 shade=100000 satm=150000\,49000 \#595959 -1 100000 tint=89000 shade=90000 satm=150000\,50000 \#000000 -1 100000 tint=100000 shade=75000 satm=150000\,95000 \#000000 -1 100000 shade=47000 satm=150000\,100000 \#000000 -1 100000 shade=39000 satm=150000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;External view of a heart shows that there are two upper and lower chambers. But, internally the lower chamber with a septum or thick muscular wall. All the four chambers work together as an organ. The largest blood vessel that takes blood from the heart to the different parts of body is known as aorta. The vessels that take the blood away to lungs and from the lungs to the heart are called pulmonary artery and pulmonary vein respectively. The impure blood from the different of the body is brought to the heart via superior and inferior venacava. There are four valves in the heart. They are:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraph" style="margin-left: 38.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;Right autrio-ventricular valve or tricuspid valve:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: windowtext; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;There are three flaps in this valve. When it is opened blood flows from right auricle to right ventricle contracts the tricuspid valve is closed and the blood cannot flow back to right auricle instead, it flows towards pulmonary artery.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraph" style="margin-left: 38.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;Left autrio-ventricular valve of bicuspid valve:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: windowtext; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;it is also called mitral valve. It consists of two strong flaps and the blood flows from left auricle to left ventricle, which prevents back flow of blood from left ventricle to left auricle. The blood doesn’t flow back to auricle. It flows towards the aorta.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraph" style="margin-left: 38.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;Pulmonary valve:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: windowtext; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;This valve lies between right ventricle and pulmonary artery. It is semi lunar in shape. When a right ventricle contract the valve is opened and blood flows to the lungs.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraph" style="margin-left: 38.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;&lt;span style="mso-list: Ignore;"&gt;4.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: red; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;Aortic Valve:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="MsoSubtleEmphasis"&gt;&lt;span lang="EN-US" style="color: windowtext; font-style: normal; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: black; mso-style-textoutline-fill-themecolor: text1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;This valve is situated between left ventricle and aorta. It is also semi lunar in shape. When&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;the left ventricle contracts this valve opens and the blood goes to aorta.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2319509501345929326-328747999689768881?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/328747999689768881/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/07/heart.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/328747999689768881?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/328747999689768881?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/07/heart.html' title='heart'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-eFQoSimbLUk/ThHOko3WMnI/AAAAAAAAADQ/ZxYwkFdXs6Y/s72-c/images.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry gd:etag='W/&quot;DkcFSXY6fyp7ImA9WhZaFk0.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-2145030129286125558</id><published>2011-06-29T07:38:00.001-07:00</published><updated>2011-07-02T03:53:38.817-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-07-02T03:53:38.817-07:00</app:edited><title>History of Evolution of the earth:</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:DocumentProperties&gt;   &lt;o:Version&gt;14.00&lt;/o:Version&gt;  &lt;/o:DocumentProperties&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;AR-SA&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:Arial;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;h1&gt;&lt;span style="color: red; font-size: 36.0pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;a href="http://4.bp.blogspot.com/-WF2-jecgph0/Tg73t5XXMWI/AAAAAAAAADM/W5ld-huxjDU/s1600/index.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://4.bp.blogspot.com/-WF2-jecgph0/Tg73t5XXMWI/AAAAAAAAADM/W5ld-huxjDU/s320/index.jpg" width="320" /&gt;&lt;/a&gt;&lt;span style="color: red; font-size: 36pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 36pt; line-height: 115%;"&gt;&amp;nbsp;goes to &lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 36pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 36pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-jmqen9Oxmxo/Tg73pTbwSvI/AAAAAAAAADI/hFBQMj8m5BU/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="302" src="http://2.bp.blogspot.com/-jmqen9Oxmxo/Tg73pTbwSvI/AAAAAAAAADI/hFBQMj8m5BU/s320/images.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 36pt; line-height: 115%;"&gt;History of Evolution of the earth:&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;a href="data:image/png;base64,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" 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" /&gt;&lt;/a&gt;&lt;span style="mso-spacerun: yes;"&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; &lt;/span&gt;Scientist have put forward their opinions about the evolution of the Earth.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;According to one group of scientists, the solar system evolved from the star. According to the other group of scientists, the solar system evolved from the repulsion of the two stars. No universal theory of the evolution of the solar system has been proposed yet. Some of hypotheses are as follows:&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;In 1794 A.D. George Wofan, a French scientist, put forward the theory of evolution of the Earth for the first time. According to his theory of evolution of the Earth alone with other planet and satellites, was formed when the comet moving around the universe stroke the Sun many years ago.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;In 1755 A.D., a German philosopher Can’t put forward another nebular hypothesis, which was later improved by Laplace in 1796. According to him, there was a gaseous mass began to cool and shrinking resulting very small masses comes out forcefully. These masses began to move round around the large central mass. That central planet becomes the Sun and other revolving bodies formed planets and satellites.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;According to hypothesis proposed by Jeans and Jeffery in 1917 A.D, a big star orbiting round the sun finally approached it. The star with its own attraction caused a tide to be developed from the sun. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;as this fragmented tidal matter cooled, planets, satellite etc. were formed and the solar system was created. In this process, the Earth was also formed..&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="mso-spacerun: yes;"&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; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;The evolution of the earth, its age and its structure etc. Have been discovered on the basic of different scientific investigations. The age of the earth has been estimated on the basics of the study of rocks, fossils etc. The scientists like geologists, zoologists etc. Have different points of view about the age of the earth.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt; &lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2319509501345929326-2145030129286125558?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/2145030129286125558/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/hrefhttpwww.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/2145030129286125558?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/2145030129286125558?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/hrefhttpwww.html' title='History of Evolution of the earth:'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-WF2-jecgph0/Tg73t5XXMWI/AAAAAAAAADM/W5ld-huxjDU/s72-c/index.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry gd:etag='W/&quot;DkUFRXg9cSp7ImA9WhZaE0g.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-292863695056273238</id><published>2011-06-29T06:30:00.000-07:00</published><updated>2011-06-29T06:30:14.669-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-29T06:30:14.669-07:00</app:edited><title>Importance of physics:</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:DocumentProperties&gt;   &lt;o:Version&gt;14.00&lt;/o:Version&gt;  &lt;/o:DocumentProperties&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;AR-SA&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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&lt;h1&gt;&lt;span style="color: red; font-size: 24.0pt; line-height: 115%;"&gt;Importance of physics:&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://1.bp.blogspot.com/-ZHE6Xw8QTCw/TgsosIPEJ-I/AAAAAAAAACI/lb8st9j-_8A/s1600/imagesCALD6Y9T.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://1.bp.blogspot.com/-ZHE6Xw8QTCw/TgsosIPEJ-I/AAAAAAAAACI/lb8st9j-_8A/s200/imagesCALD6Y9T.jpg" width="200" /&gt;&lt;/a&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Physics is the basic science which describes and explains the material world around us and its various phenomena. Physics is also a nature philosophy. Physics can also be defined as that branch of science which deals with the properties of matter and energy. It is sometimes known as an exact science or the science of measurement.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Physics, like other sciences, starts with observations in the world around us or from laboratory experiments designed facts. We find around us wonderful and interesting events continually taking place. For example, the sun is found too regularly in the east and set in the west. There is regular change in weather taking place. Clouds are formed in sky, often accompanied by thunder and lightning and cause the rain to fall.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;There is sometimes a beautiful display of colors, called the rainbow, in the sky. A body when just dropped falls into the earth with increasing velocity. The investigation of electricity began when it was noticed that amber 9a glass-like fossil0 attracts small light objects when it is rubbed with a cloth.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To help make sense of the facts of physics and explain the behavior of the physical world, physicists invent terms called concepts. Four of most useful concepts are those of atoms, energy, field and waves. They pervade the whole of physics, enabling us to build an intellectual framework that helps us to a wide range of phenomena.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Experiments show that in many cases relationship, called laws or principles, exist between concepts. They summarize a large number of facts in an economical way, often as mathematical equations. The laws of nature are formulated by extracting form the facts and they do have limitations. We are able to market the physical world seem reasonable and to obtained some control over it by &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;introducing concept and discovering laws.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2319509501345929326-292863695056273238?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/292863695056273238/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/importance-of-physics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/292863695056273238?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/292863695056273238?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/importance-of-physics.html' title='Importance of physics:'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ZHE6Xw8QTCw/TgsosIPEJ-I/AAAAAAAAACI/lb8st9j-_8A/s72-c/imagesCALD6Y9T.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;CkMARX08eSp7ImA9WhZaE0o.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-1020128041182080151</id><published>2011-06-15T19:38:00.000-07:00</published><updated>2011-06-29T11:00:44.371-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-29T11:00:44.371-07:00</app:edited><title>origin of Quantum theory.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;h1&gt;&lt;a href="http://4.bp.blogspot.com/-Fer3RCL7PyE/Tgtm3rjAbYI/AAAAAAAAACQ/P35SoXY0Fk8/s1600/FY.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="152" src="http://4.bp.blogspot.com/-Fer3RCL7PyE/Tgtm3rjAbYI/AAAAAAAAACQ/P35SoXY0Fk8/s200/FY.jpg" width="200" /&gt;&lt;/a&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&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; ORIGIN OF QUANTUM &lt;/span&gt;                                                  &lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;THEORY:&lt;/span&gt;&lt;/h1&gt;&lt;h2&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;INTRODUCTION:&lt;/span&gt;&lt;/i&gt;&lt;/h2&gt;&lt;div class="MsoNormal"&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; Physics in which majority of physical phenomena can be successfully&amp;nbsp; described&amp;nbsp;    by &amp;nbsp;using Newton laws of motion is called classical physics. That consists of classical mechanics and&amp;nbsp; electromagnetic theory. Classical physics unanimously reached its climax in latter half of 19&lt;sup&gt;th&lt;/sup&gt; century and was so successful and impressive in explaining physical phenomena that the scientists of that time absolutely&amp;nbsp; believed that they were potentially phenomena. &lt;/div&gt;&lt;div class="MsoNormal"&gt;However the first indication of inadequacy of classical physics was seen in the beginning of the 21&lt;sup&gt;st century&amp;nbsp; &lt;/sup&gt;when it could not explain the experimentally observed spectra of black body radiation. On the way to explain the spectra of black body radiation, max Planck, in 1900 ad . , gives the birth to a new idea of &amp;nbsp;‘quantum number’ which has grown up as quantum&amp;nbsp; physics or modern physics.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoSubtitle"&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;Black body radiation: &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://2.bp.blogspot.com/-h2DiuL3izSw/TgtnDw51j8I/AAAAAAAAACU/ns81zmspLoQ/s1600/imagesCABP405W.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-h2DiuL3izSw/TgtnDw51j8I/AAAAAAAAACU/ns81zmspLoQ/s1600/imagesCABP405W.jpg" /&gt;&lt;/a&gt;If a body has no reflecting power at all, it absorb all the&amp;nbsp; radiation and hence appears black. In practice, no bodies are perfectly black body but an enclosure provided with a single opening, technically known as&amp;nbsp; ‘cavity’ possesses nearly all the desired attributes of a perfectly black body, since the radiation entering the enclose through the small opening will be reflected back and forth many times inside the enclosure so that radiation will be always absorbed. Such&amp;nbsp; a cavity maintained at desired temperature will constitute a source of’ black&amp;nbsp; body radiation’ also called ‘cavity radiation’.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;&amp;nbsp; Kirchhoff’s attempt: &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;"&gt;a.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;&amp;nbsp;A black not only completely absorbs all the radiation falling&amp;nbsp; on it but also behaves as a perfect radiator when heated. &lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;"&gt;b.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;The spectral distribution and total intensity of radiation from such a body are function exclusively of temperature. Thus a special interest was developed to the spectral distribution of energy in the emitted black body radiation.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-OTva2RfhvnI/TgtnZJrsIYI/AAAAAAAAACY/LGy0pF3aH0Y/s1600/imagesCA9G8Y6H.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-OTva2RfhvnI/TgtnZJrsIYI/AAAAAAAAACY/LGy0pF3aH0Y/s1600/imagesCA9G8Y6H.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;Stefen-Bolmann attempt:&lt;/span&gt;    &lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;According to Stefan and Boltzmann, when a blank body at absolute temperature T is surrounded by another&amp;nbsp; black body at lower absolute temperature, to, the net rate of emission of heat radiation per unit area of given by:&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"&gt;E= sigma(T^4-T0640&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"&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; This is known as Stefen-Boltzmqann law. But this does not throw any light on the energy distribution among the different wavelength in thermal spectrum.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 22pt; line-height: 115%;"&gt;Wein’s&amp;nbsp; attempt:&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal"&gt;Wein, in 1893, assumed the case of an enclosure full of black body radiation expanding adiabatically with velocity smaller as compared to that after such an expansion the radiation still remaining full but was characteristic of established two laws known as wein’s law:&lt;/div&gt;&lt;div class="MsoNormal"&gt;ᵟmT=a constant&lt;/div&gt;&lt;div class="MsoNormal"&gt;And ET-5= a constant&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The first laws shows an inverse relation between wavelength and absolute temperature where second laws shows emissive power varies 5&lt;sup&gt;th&lt;/sup&gt; power&amp;nbsp; of the&amp;nbsp; absolute temperature.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Combining two laws, wein obtained the following expression for energy distribution.&lt;/div&gt;&lt;div class="MsoNormal"&gt;dE=K&amp;nbsp; ᶑ^-5 e?^ aᶑt dᶑ&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; but this Formula led to wrong and absurd conclusions as follows:&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"&gt;a.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;Even when T →∞, E is still finite when is an open contradiction with the experimentally verified Stefan’s fourth power law.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"&gt;b.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;It deviates from experimentally obtained results as the wavelength increases.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;Rayleigh- jeans attempt:&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 24pt; line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Rayleigh and jeans, in 1900, using the electromagnetic theory and the law of equipartition&amp;nbsp; of energy along with statistical mechanics obtained the expression for energy distribution as given below:&lt;/div&gt;&lt;div class="MsoNormal"&gt;dE=Bᶑ^-4 T.e^-a/ᶑT dᶑ&lt;/div&gt;&lt;div class="MsoNormal"&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; it also led to the wrong and absurd conclusions as following:&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;"&gt;a.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;The energy radiated in a given wavelength range dᶑ increases rapidly as ᶑ decreases and approaches infinity for very short wavelengths which cannot be true.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;"&gt;b.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;If the expression is integrated over the&amp;nbsp; entire range of wavelength from 0 to ∞ on the basic of classical continuous emission, the total&amp;nbsp; energy distribution comes out to be infinity for all temperature except absolute zero which is clearly an conclusion .&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;"&gt;c.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;The formula deviates rapidly from experimental results at large wavelengths.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast"&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;
&lt;tr&gt;     &lt;td&gt;&lt;div&gt;&lt;div class="MsoNormal"&gt;Rayleigh-&lt;i&gt;jeans&lt;/i&gt; formula&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;    &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/-yPoVC9eep3A/Tgtniv58LZI/AAAAAAAAACc/IF5QsqHCOyE/s1600/imagesCARTLMT7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="184" src="http://4.bp.blogspot.com/-yPoVC9eep3A/Tgtniv58LZI/AAAAAAAAACc/IF5QsqHCOyE/s320/imagesCARTLMT7.jpg" width="320" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;fig.(i) energy distribution in black body radiation in 3 different approaches.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/-HNPaAuo15Jc/TgtoLV6M8nI/AAAAAAAAACg/Ela7ji1UO_o/s1600/imagesCAJGGOLI.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="266" src="http://4.bp.blogspot.com/-HNPaAuo15Jc/TgtoLV6M8nI/AAAAAAAAACg/Ela7ji1UO_o/s320/imagesCAJGGOLI.jpg" width="320" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class="MsoNormal" style="tab-stops: 144.6pt;"&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;&amp;nbsp;&amp;nbsp;&amp;nbsp; fig(ii) energy distribution of black body radiation observed experimentally.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal" style="tab-stops: 91.2pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;Lummer and Pringsheim attempt:&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal"&gt;Lummer and pringsheim, in 1899, set of experiment&amp;nbsp; and investigated the distribution of energy among the radiation emitted by black body at different temperature. The results obtained by them are shown graphically figure (ii) in detail. The following points can be seen from the above graph:&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo4; text-indent: -18.0pt;"&gt;a.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;Area under the curve measures the total energy radiation at absolute e temperature which increases according to fourth power of the absolute temperature. This confirms Stefan’s law.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo4; text-indent: -18.0pt;"&gt;b.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;The maximum energy peak shifts towards the shorter wavelength side with the increase in temperature of the body. This confirms wein’s displacement law.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l3 level1 lfo4; text-indent: -18.0pt;"&gt;c.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span dir="LTR"&gt;&lt;/span&gt;The wein’s formula agrees with these curves for short wavelengths while Rayleigh-Jeans formula agrees for long wavelengths only.&lt;/div&gt;&lt;h1&gt;&lt;span style="color: red; font-size: 24pt; line-height: 115%;"&gt;Max-Planck’s attempt:&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal"&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; Non of the formulae could explain the precisely obtained experimental results over the entire wavelength range. However, the theoretical derivations were free from error, an anomalous situation had to be accepted stating that the fundamental assumption of classical theory were at fault. This is what exactly occurred to Max-Planck’s who in consequence proposed, in 1900, a new revolutionary hypothesis known as ‘quantum theory of radiation’. &amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;   &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2319509501345929326-1020128041182080151?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/1020128041182080151/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/origin-of-quantum-theory.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/1020128041182080151?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/1020128041182080151?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/origin-of-quantum-theory.html' title='origin of Quantum theory.'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Fer3RCL7PyE/Tgtm3rjAbYI/AAAAAAAAACQ/P35SoXY0Fk8/s72-c/FY.jpg' height='72' width='72'/><thr:total>1</thr:total><georss:featurename>Nepal</georss:featurename><georss:point>28.394857 84.124008</georss:point><georss:box>26.345273999999996 80.05047 30.44444 88.197546</georss:box></entry><entry gd:etag='W/&quot;DUEERXg9fSp7ImA9WhZUGUg.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-4735331986565282919</id><published>2011-06-13T02:33:00.000-07:00</published><updated>2011-06-13T02:33:24.665-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-13T02:33:24.665-07:00</app:edited><title>tricks on science.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/X4zd4Qpsbs8/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/X4zd4Qpsbs8&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/X4zd4Qpsbs8&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/o715eLhIsqo/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/o715eLhIsqo&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/o715eLhIsqo&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/4EABdAEt_fM/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/4EABdAEt_fM&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/4EABdAEt_fM&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;this it it&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/2319509501345929326-4735331986565282919?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/4735331986565282919/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/science_09.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/4735331986565282919?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/4735331986565282919?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/science_09.html' title='tricks on science.'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;CE8GSXo9eCp7ImA9WhZUGEU.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-7400150577553310448</id><published>2011-06-10T20:50:00.000-07:00</published><updated>2011-06-12T05:47:08.460-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-12T05:47:08.460-07:00</app:edited><title>BIONOMIAL NOMENCLATURE.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="border: medium none; padding: 0cm 0cm 4pt;"&gt;&lt;div class="MsoTitle" style="margin: 0cm 0cm 15pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="border: medium none;"&gt;&lt;span style="color: #00b0f0;"&gt;&lt;span style="font-family: Cambria;"&gt;BIONOMIAL NOMENCLATURE OF PLANTS:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="border: medium none; clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="separator" style="border: medium none; clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-u7xdOet3kEs/TfLitSQxhAI/AAAAAAAAAA0/W6CY7ZUwA_0/s1600/imagesCAZ01QPV.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-u7xdOet3kEs/TfLitSQxhAI/AAAAAAAAAA0/W6CY7ZUwA_0/s1600/imagesCAZ01QPV.jpg" t8="true" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="border: medium none; margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;span style="font-family: Calibri;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Now the modern science is using Latin language for nomenclature. The concept of nomenclature was developed by &lt;b&gt;&lt;span style="color: red;"&gt;Carl von Linne&lt;/span&gt;&lt;/b&gt;, also we know him as &lt;b&gt;&lt;span style="color: red;"&gt;Linnaeus&lt;/span&gt;&lt;/b&gt;. About 250 years ago.&amp;nbsp;&amp;nbsp;He published a book (&lt;i&gt;Species Plantarum&lt;/i&gt; ) in 1753.)&amp;nbsp;That system is known as the &lt;b&gt;&lt;span style="color: red;"&gt;Linnaean binomial system of nomenclature&lt;/span&gt;&lt;/b&gt;.&amp;nbsp;&amp;nbsp;In this system, biological organisms, such as plants, are given &lt;b&gt;&lt;span style="color: red;"&gt;two latinized names&lt;/span&gt;&lt;/b&gt;, the Latin binomial or so-called &lt;b&gt;&lt;span style="color: red;"&gt;"scientific name"&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt;.&amp;nbsp;&amp;nbsp;&lt;/span&gt;The first name represents the &lt;span style="color: red;"&gt;genus.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;div style="border: medium none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;and the second name is termed the &lt;b&gt;&lt;i&gt;&lt;span style="color: red;"&gt;specific epithet&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="color: red;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="border: medium none; line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;The generic name in mixed with the specific epithet constitutes the&lt;span style="color: red;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;a href="http://oregonstate.edu/dept/ldplants/sci-names.htm#species"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;species&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; name.&amp;nbsp;&amp;nbsp;Thus each species has a &lt;b&gt;&lt;span style="color: red;"&gt;two part name or binomial&lt;/span&gt;&lt;/b&gt;. &amp;nbsp;&amp;nbsp;The custom of using latinized names and spelling originated from medieval scholarship and the use of Latin in most botanical publications until the middle of the nineteenth century. In this binomial system, humans are known taxonomically as: &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;a href="http://1.bp.blogspot.com/-uzr779nOG-o/TfLjGGjLQRI/AAAAAAAAAA4/wNdYTkkYnK4/s1600/imagesCAAFM6DW.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-uzr779nOG-o/TfLjGGjLQRI/AAAAAAAAAA4/wNdYTkkYnK4/s1600/imagesCAAFM6DW.jpg" t8="true" /&gt;&lt;/a&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Homo sapiens&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;(Latin: "wise man" or "knowing man")The tree species that is commonly known in North America as red maple has been given the Latin binomial of &lt;i&gt;Acer rubrum&lt;/i&gt;. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;div style="border: medium none;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Red Maple &amp;nbsp;&amp;nbsp;=&amp;nbsp;&amp;nbsp; &lt;i&gt;Acer rubrum&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;The red maple is in the "maple" genus, which is called &lt;i&gt;Acer&lt;/i&gt;, and its specific epithet is &lt;i&gt;rubrum&lt;/i&gt;, which is Latin for red.&amp;nbsp;&amp;nbsp;Therefore, the binomial name for this species is &lt;i&gt;Acer rubrum&lt;/i&gt;. &amp;nbsp;&amp;nbsp;Of cource plants are named with reference to more or less similar plants, for example other &lt;i&gt;Acer&lt;/i&gt;, and in doing so are placed into a number of increasingly broader taxonomic ranks or &lt;i&gt;taxa&lt;/i&gt; (singular, &lt;i&gt;taxon&lt;/i&gt;).&amp;nbsp;&amp;nbsp;An example is shown below:&lt;span style="color: red;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;table border="0" cellpadding="0" cellspacing="3" class="MsoNormalTable" style="width: 830px;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt; width: 129pt;" width="215"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;Kingdom&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt; width: 363pt;" width="605"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;i&gt;Planta&lt;/i&gt; -- plants&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;(~326,000 species)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Subkingdom&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Tracheobionta&lt;/i&gt; -- vascular plants (~287,000) &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Division&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Magnoliophyta&lt;/i&gt; -- angiosperms, flowering plants&amp;nbsp;&amp;nbsp;&amp;nbsp;(~259,000)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Class&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Magnoliopsida&lt;/i&gt; -- dicotyledons&amp;nbsp;&amp;nbsp;&amp;nbsp;(~199,000)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Subclass&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Rosidae&lt;/i&gt; -- flowers with separate petals&amp;nbsp;&amp;nbsp;&amp;nbsp;(~58,000)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Order&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Sapindales&lt;/i&gt; -- woody, lobed or compound leaves&amp;nbsp;&amp;nbsp;&amp;nbsp;(~5,700)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Family&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Aceraceae&lt;/i&gt; -- opposite leaves, winged samara; mostly maples&amp;nbsp;&amp;nbsp;&amp;nbsp;(~152)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Genus&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Acer&lt;/i&gt; L. -- maples&amp;nbsp;&amp;nbsp;&amp;nbsp;(~150)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Species&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="background-color: transparent; border: medium none rgb(240, 240, 240); padding: 0.75pt;"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt;Acer rubrum&lt;/i&gt; L. -- red maple&amp;nbsp;&amp;nbsp;&amp;nbsp;(1)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;a href="http://4.bp.blogspot.com/-KmfSJyUU3qI/TfSTgONS7xI/AAAAAAAAABA/pAZM0IYK_2w/s1600/imagesCAY1OEWF.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-KmfSJyUU3qI/TfSTgONS7xI/AAAAAAAAABA/pAZM0IYK_2w/s1600/imagesCAY1OEWF.jpg" t8="true" /&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;You might argue that we should just use the so-called &lt;b&gt;&lt;span style="color: red;"&gt;"common names&lt;/span&gt;"&lt;/b&gt; of plants, since it would be &lt;b&gt;&lt;span style="color: red;"&gt;much simpler&lt;/span&gt;&lt;/b&gt;, especially since few people can read or speak Latin.&amp;nbsp;&amp;nbsp;Thus we could all agree that the name for red maple is Red Mapl;, this would be an English binomial system.&amp;nbsp;&amp;nbsp;However, there are problems with using common names, such as: &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul style="border: medium none;" type="disc"&gt;&lt;li class="MsoNormal" style="border: medium none; line-height: normal; margin: 0cm 0cm 12pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;"Common names" are often &lt;b&gt;&lt;span style="color: red;"&gt;common only to a localized region&lt;/span&gt;&lt;/b&gt;.&amp;nbsp;&amp;nbsp;The Red Maple is commonly called the Scarlet or Swamp Maple in some areas.&amp;nbsp;&amp;nbsp;The tree &lt;i&gt;Nyssa sylvatica&lt;/i&gt;, which is native to the eastern US, has at least four common names (i.e., Sour Gum, Black Gum, Black Tupelo, Pepperidge).&amp;nbsp;&amp;nbsp;&lt;b&gt;&lt;span style="color: red;"&gt;In England the white waterlily has 15 common names&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt;, &lt;/span&gt;and if you &lt;b&gt;&lt;span style="color: red;"&gt;include the common German, French, and Dutch names it has over 240 names!&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="border: medium none; line-height: normal; margin: 0cm 0cm 12pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Sometimes the same &lt;b&gt;&lt;span style="color: red;"&gt;common name&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;is used in different regions to &lt;b&gt;&lt;span style="color: red;"&gt;identify completely different plants&lt;/span&gt;&lt;/b&gt;.&amp;nbsp;&amp;nbsp;A plant in Georgia called ironweed is of the genus &lt;i&gt;Sidai&lt;/i&gt;, whereas in the Midwest ironweed refers to a plant in the genus &lt;i&gt;Vernonia&lt;/i&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="border: medium none; line-height: normal; margin: 0cm 0cm 12pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Common names usually &lt;b&gt;&lt;span style="color: red;"&gt;do not provide information on generic or family relationships&lt;/span&gt;&lt;/b&gt;, they tend to be independent of other names.&amp;nbsp;&amp;nbsp;In fact common names&lt;span style="color: red;"&gt; &lt;b&gt;may suggest erroneous relationships&lt;/b&gt; &lt;/span&gt;between plants.&amp;nbsp;&amp;nbsp;For example, only one of the following plants is a "true cedar", i.e., of the genus &lt;i&gt;Cedrus&lt;/i&gt;:&amp;nbsp;&amp;nbsp;Japanese Cedar (&lt;i&gt;Cryptomeria japonica&lt;/i&gt;), Port Orford Cedar (&lt;i&gt;Chamaecyparis lawsoniana&lt;/i&gt;), Western Red Cedar (&lt;i&gt;Thuja plicata&lt;/i&gt;), Eastern Red Cedar (&lt;i&gt;Juniperus virginiana&lt;/i&gt;), and Deodar Cedar (&lt;i&gt;Cedrus deodara&lt;/i&gt;). &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="border: medium none; line-height: normal; margin: 0cm 0cm 12pt;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Some plants&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;, especially those that are rare, &lt;b&gt;&lt;span style="color: red;"&gt;do not have common names&lt;/span&gt;&lt;/b&gt;. &amp;nbsp;&amp;nbsp;Or more correctly, they lack common names in English, most may have been named by native people familiar with a given plant.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;a href="http://3.bp.blogspot.com/-efACDEXSZH8/TfLic2UqAPI/AAAAAAAAAAw/J-654Pnmcc4/s1600/imagesCASAZ6VF.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="129" src="http://3.bp.blogspot.com/-efACDEXSZH8/TfLic2UqAPI/AAAAAAAAAAw/J-654Pnmcc4/s200/imagesCASAZ6VF.jpg" style="cursor: move;" t8="true" unselectable="on" width="200" /&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Since we now frequently interact with people all over the globe, using a myriad of languages&lt;span style="color: red;"&gt;, &lt;b&gt;a single, agreed upon name for an organism is a great advantage&lt;/b&gt;&lt;/span&gt;. Thus the success of the Linnaean binomial system. A Latin binomial name (the "scientific name") &lt;span style="color: red;"&gt;is &lt;b&gt;&lt;i&gt;italicized&lt;/i&gt;&lt;/b&gt;&lt;/span&gt; or &lt;b&gt;&lt;span style="color: red;"&gt;underlined&lt;/span&gt;&lt;/b&gt;, the &lt;i&gt;genus&lt;/i&gt; is capitalized and the &lt;i&gt;specific epithet&lt;/i&gt; is usually not capitalized.&amp;nbsp;&amp;nbsp;However, the &lt;i&gt;specific epithet&lt;/i&gt; &lt;b&gt;&lt;span style="color: red;"&gt;may be capitalized &lt;/span&gt;&lt;/b&gt;if it is, &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;derived from a &lt;b&gt;&lt;span style="color: red;"&gt;person's name&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;(e.g., &lt;i&gt;Spiraea douglasii&lt;/i&gt; or &lt;i&gt;Spiraea Douglasii&lt;/i&gt; - after David Douglas), or&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;from a &lt;b&gt;&lt;span style="color: red;"&gt;vernacular name&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;(e.g., &lt;i&gt;Picea omorika&lt;/i&gt; or &lt;i&gt;Picea Omorika&lt;/i&gt; - the Balkan name for spruce), or&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;from a &lt;b&gt;&lt;span style="color: red;"&gt;generic name&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;(e.g., &lt;i&gt;Picea abies&lt;/i&gt; or &lt;i&gt;Picea Abies&lt;/i&gt; - where &lt;i&gt;Abies&lt;/i&gt; is the genus name of Fir).&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;The tree commonly known as Sugar Maple, has the scientific name Acer saccharum, but is should be written as: &lt;span style="color: red;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Acer saccharum&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;or&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt;&lt;span style="color: red;"&gt;Acer saccharum&lt;/span&gt;&lt;/b&gt;,&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;However, sometime you might see it written as: &lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Acer saccharum&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; Marsh&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;.&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;or&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt;&lt;span style="color: red;"&gt;Acer saccharum Marsh&lt;/span&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;The abbreviated name following the plant name (i.e., Marsh.) is the name of the &lt;b&gt;&lt;span style="color: red;"&gt;"authority" or "author"&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt;, &lt;/span&gt;the individual who first named the plant "scientifically", in this case Humphrey Marshall.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;u&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Hybrids&lt;/span&gt;&lt;/u&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Sometimes it is possible to obtain &lt;b&gt;&lt;span style="color: red;"&gt;offspring or progeny from crossing plants of different species&lt;/span&gt;&lt;/b&gt;, for example say two species of Maple (&lt;i&gt;Acer&lt;/i&gt;).&amp;nbsp;&amp;nbsp;Frequently a&lt;b&gt;&amp;nbsp;&amp;nbsp;×&amp;nbsp;&amp;nbsp;&lt;span style="color: red;"&gt;(the multiplication sign) is used in a scientific name of such hybrid plants&lt;/span&gt;&lt;/b&gt;.&amp;nbsp;&amp;nbsp; The strawberry of commerce is a hybrid, the result of a chance cross between plants of two strawberry (&lt;i&gt;Fragaria&lt;/i&gt;) species, &lt;i&gt;Fragaria chiloensis&lt;/i&gt; and &lt;i&gt;Fragaria virginiana&lt;/i&gt;.&amp;nbsp;&amp;nbsp;The scientific name of the commercial strawberry is, &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Fragaria&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; × &lt;i&gt;ananassa&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;,&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;with the&amp;nbsp;&amp;nbsp;×&amp;nbsp;&amp;nbsp; indicating that it is a hybrid.&amp;nbsp;&amp;nbsp;(The proper designation is &lt;i&gt;Fragaria&lt;/i&gt; ×&lt;i&gt;ananassa&lt;/i&gt;, with no space between the × and the specific epithet, however, this sometimes causes confusion since the&amp;nbsp;&amp;nbsp;×&amp;nbsp;&amp;nbsp; may be read as the letter "x".)&amp;nbsp;&amp;nbsp; Occasionally plants in &lt;b&gt;&lt;span style="color: red;"&gt;different genera have been hybridized&lt;/span&gt;&lt;/b&gt;, resulting in a intergeneric hybrid.&amp;nbsp;&amp;nbsp;For example, English Ivy (&lt;i&gt;Hedera helix&lt;/i&gt;) was successfully crossed with Japanese Fatsia (&lt;i&gt;Fatsia japonica&lt;/i&gt;), and the resulting plant has the common name Fatshedera; its botanical name is &lt;b&gt;&lt;span style="color: red;"&gt;× &lt;i&gt;Fatshedera lizei&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;The&amp;nbsp;before the genus name indicates that this plant is a hybrid of two genera. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;u&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Pronunciation&lt;/span&gt;&lt;/u&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt;"&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: left;"&gt;&lt;tbody&gt;
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&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Add caption&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;In his book, &lt;i&gt;Botanical Latin&lt;/i&gt;, William Stearn, stated the following: "Botanical Latin is essentially a written language, but the &lt;b&gt;&lt;span style="color: red;"&gt;scientific names&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;of plants often occur in speech&lt;span style="color: red;"&gt;. &lt;b&gt;How they are pronounced really matters little provided they sound pleasant and are understandable by all concerned&lt;/b&gt;&lt;/span&gt;.&amp;nbsp;&amp;nbsp;This is most likely to be attained by pronouncing them in accordance with the rules of classical Latin pronunciation.&amp;nbsp;&amp;nbsp;There are, however, several systems, since people tend to pronounce Latin words by analogy with words of their own language.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;span style="color: red;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;u&gt;&lt;span style="color: #984806; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Some Terms&lt;/span&gt;&lt;/u&gt;&lt;span style="color: #984806; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 36pt;"&gt;&lt;a href="http://www.blogger.com/" name="genus"&gt;&lt;/a&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Genus:&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Weakly defined as a more or less closely related and definable group of organisms (plants) comprising one or more species.&amp;nbsp;&amp;nbsp;A genus is an aggregate of closely related species. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;The species have more characteristics in common with each other than they do with species of other genera in the same family.&amp;nbsp;&amp;nbsp;Similarity of flowers and fruits is the most widely used feature of comparison. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;A genus may contain a single species (e.g., &lt;i&gt;Ginkgo&lt;/i&gt;) or more than 100 (e.g., &lt;i&gt;Rosa&lt;/i&gt;).&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 36pt;"&gt;&lt;a href="http://www.blogger.com/" name="species"&gt;&lt;/a&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Species&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;:&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;This is difficult to define, more a concept than an absolute entity.&amp;nbsp;&amp;nbsp;Sometimes defined as a group of individual organisms (plants) that are fundamentally alike. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Ideally a species should be separated by distinct morphological differences from other closely related species.&amp;nbsp;&amp;nbsp;This is necessary for a practical classification that can be used by others. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;All the individuals in a given species are not identical&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Think of it as a population in which any character might be expressed to different degrees in each individual.&amp;nbsp;&amp;nbsp;Humans are classified as the single species &lt;i&gt;Homo sapiens&lt;/i&gt;, but we certainly are not morphologically identical.&amp;nbsp;&amp;nbsp;Check this idea out by taking a stroll in the woods and examine plants of a single species.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 36pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Variety (Latin, &lt;i&gt;varietas&lt;/i&gt;):&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;In the botanical sense, variety is a population of plants of a species that display marked differences in nature, and these differences are transmitted by seed (i.e., inherited). &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Variety, abbreviated var. is subordinate to species. A variety name is written in lower case, &lt;i&gt;italicized&lt;/i&gt; or &lt;u&gt;underlined&lt;/u&gt;, and is preceded by the abbreviation var. For example, the common honeylocust in the wild has thorns, but thornless plants are also found. &lt;span style="color: red;"&gt;The &lt;b&gt;honeylocust&lt;/b&gt; &lt;b&gt;&lt;i&gt;Gleditsia triacanthos&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Sometimes subspecies (abbreviated ssp. or subsp.) is used in place of variety.&amp;nbsp;&amp;nbsp;Their use depends upon the taxonomic "school" of the writer.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 36pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Form:&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Used to recognize and describe sporadic variations, such as the occasional white flowered plant in a normally purple-flowered species. For example: the flowering dogwood (&lt;i&gt;Cornus florida&lt;/i&gt;) in nature is usually white, but pink flowered plants occur. They might be referred to as: &lt;i&gt;Cornus florida&lt;/i&gt; f. &lt;i&gt;rubra&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 36pt;"&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Cultivar:&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;A relatively modern term, coined by L.H. Bailey, derived from the term &lt;b&gt;&lt;span style="color: red;"&gt;"cultivated variety"&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red;"&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;It is defined as an assemblage of cultivated plants which is clearly distinguished by one or more characters, and which when reproduced (sexually or asexually) retains its distinguishing characteristics. &lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;A well known cultivar of Norway Maple (&lt;i&gt;Acer platanoides&lt;/i&gt;) is the purple leafed &lt;b&gt;&lt;span style="color: red;"&gt;'Crimson King'&lt;/span&gt;&lt;/b&gt;. So the plant would be named as follows: &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt 72pt; text-align: center;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Acer platanoides&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; 'Crimson King'&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt 72pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Note the single quotes on either side of the cultivar name, which in&lt;b&gt; not&lt;/b&gt; &lt;i&gt;italicized&lt;/i&gt; or underlined. &lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="color: red; line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Cultivar is abbreviated cv. so the plant could also be named as (single quotes deleted) &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt 72pt; text-align: center;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Acer platanoides&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; cv. Crimson King&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;According to international rules [International Code of Nomenclature for Cultivated Plants (ICNCP)] cultivar names coined since 1959 should be in a modern language, i.e., they should not be Latin or latinised, as many were in the past.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt 36pt;"&gt;&lt;a href="http://www.blogger.com/" name="patents"&gt;&lt;/a&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Patents and Trademarks:&lt;/span&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 12pt;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Patents&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; give exclusive rights (i.e., protection) to an inventor to make, use, and sell his/her invention.&amp;nbsp;&amp;nbsp;Introduced plants can be patented.&amp;nbsp;&amp;nbsp;For 20 years after the date indicated on the patent, only the patent holder may commercially raise or sell a patented plant. &amp;nbsp;&amp;nbsp;Others may do so through license or royalty agreements with the patent holder. &lt;a href="http://www.blogger.com/" name="phopu"&gt;&lt;/a&gt;&lt;a href="http://www.blogger.com/" name="phopum"&gt;&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt 72pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;An example of a patented plant&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;: An unusual plant was discovered in June 1968 in a large field of 120,000 seedlings of the Ninebark species, &lt;/span&gt;&lt;a href="http://oregonstate.edu/dept/ldplants/sci-po1.htm"&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Physocarpus&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;opulifolius&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;, growing in the Kordes Nursery, near Hamburg in Germany.&amp;nbsp;&amp;nbsp;The plant had reddish foliage which contrasted markedly with the typically green foliaged plants of this speces.&amp;nbsp;&amp;nbsp;The unique plant was patented as &lt;i&gt;Physocarpus opulifolius&lt;/i&gt;&amp;nbsp;`Monlo`. &lt;br /&gt;
--------------------------------------------------------------------------------&lt;/span&gt;&lt;a href="http://oregonstate.edu/dept/ldplants/sci-pom1.htm"&gt;&lt;i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Physocarpus opulifolius&lt;/span&gt;&lt;/i&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;`Monlo`&lt;/span&gt;&lt;/a&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;br /&gt;
Abstract:&lt;br /&gt;
A new and distinct selection of Ninebark, &lt;i&gt;Physocarpus opulifolius&lt;/i&gt;, which shall be referred to hereinafter as cultivar `Monlo`.&amp;nbsp;&amp;nbsp;Cultivar `Monlo` differs distinctively from other &lt;i&gt;Physocarpus opulifolius&lt;/i&gt; plants by possessing a unique combination of an outstanding cold hardy shrub with intense foliage color throughout the seasons peaking in summer to a maroon red and contrasting to the creamy-white flowers.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul type="disc"&gt;&lt;ul type="circle"&gt;&lt;li class="MsoNormal" style="border: medium none; line-height: normal; margin: 0cm 0cm 10pt;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Trademarks&lt;/span&gt;&lt;/b&gt;&lt;span style="color: red; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;offer another, and simpler, form of protection.&amp;nbsp;&amp;nbsp;The name of a plant can be trademarked and such names cannot be used as a name for any other similar plant or product.&amp;nbsp;&amp;nbsp;Trademarked plant names are indicated by use of trademark (™) or registered trademark (®) designations (e.g., &lt;i&gt;Betula nigra&lt;/i&gt; Heritage&lt;sup&gt;™&lt;/sup&gt;) and the usage of such names is legally controlled and may continue indefinitely.&amp;nbsp;&amp;nbsp;However, laws governing their usage may vary from state to state. &lt;br /&gt;
&lt;i&gt;Physocarpus opulifolius&lt;/i&gt; 'Monlo' was patented (see above) then the name, DIABOLO, was trademarked&lt;a href="http://www.blogger.com/" name="phopud"&gt;&lt;/a&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="MsoNormal" style="border: medium none; line-height: normal; margin: 0cm 0cm 10pt 72pt;"&gt;&lt;div style="border: medium none;"&gt;&lt;div style="border: medium none;"&gt;&lt;br /&gt;
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&lt;div style="border: medium none;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;img height="62" src="http://3.bp.blogspot.com/-efACDEXSZH8/TfLic2UqAPI/AAAAAAAAAAw/J-654Pnmcc4/s200/imagesCASAZ6VF.jpg" style="left: 173px; opacity: 0.3; position: absolute; top: 1257px;" width="96" /&gt;&lt;br /&gt;
&lt;div class="separator" style="border: medium none; clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2319509501345929326-7400150577553310448?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/7400150577553310448/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/bionomial-nomenclature.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/7400150577553310448?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/7400150577553310448?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/bionomial-nomenclature.html' title='BIONOMIAL NOMENCLATURE.'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-u7xdOet3kEs/TfLitSQxhAI/AAAAAAAAAA0/W6CY7ZUwA_0/s72-c/imagesCAZ01QPV.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry gd:etag='W/&quot;D04ESH87fyp7ImA9WhZUGEU.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-2474160979094969575</id><published>2011-06-10T03:05:00.000-07:00</published><updated>2011-06-12T06:38:29.107-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-12T06:38:29.107-07:00</app:edited><title>some tips on science</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;span lang=""&gt;The World's Fastest Measurements of Molecular Vibrations: &lt;/span&gt;&lt;br /&gt;
&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/i_f3SkxTWxc/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/i_f3SkxTWxc&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/i_f3SkxTWxc&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;span style="font-size: small;"&gt;When atoms or molecules are subject to a short, intense laser pulse, they emit high-frequency ultraviolet radiation. If you compare the spectra of isotopes that are of different masses but otherwise similar, you can use this measured radiation to determine the motion of the atoms. The research team used this method -with single, extremely short laser pulses - to make the fastest measurements of how a molecule changes over time.&lt;/span&gt;&lt;span style="color: red; font-size: medium;"&gt;&lt;span style="color: red; font-size: medium;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;span style="color: red; font-size: small;"&gt;Frictionless motion observed in water: &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Researchers at USC and Brown University said they have achieved near-frictionless motion in water by using lasers to spin a molecule like a propeller.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/jxbIJH4fTYo/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/jxbIJH4fTYo&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/jxbIJH4fTYo&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;a href="http://1.bp.blogspot.com/-tepPVe7qR7k/TfTAwUOvs2I/AAAAAAAAAB4/N23HCdr_0wE/s1600/%2540a.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-tepPVe7qR7k/TfTAwUOvs2I/AAAAAAAAAB4/N23HCdr_0wE/s1600/%2540a.gif" /&gt;&lt;/a&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;span style="color: red; font-size: small;"&gt;Does our 3-D world hold six other dimensions: &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Imagine little flat people living on the surface of a piece of paper. Just the surface: their world is not even as thick as the paper, with no vertical dimension at all. Stick a pencil through the paper and all they would see is a circle, a two-dimensional cross section. Fold the paper or roll it up, and they wouldn't know the difference. &lt;/span&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;span style="color: red; font-size: small;"&gt;PHYSICISTS DEVISE NEW TECHNIQUE FOR DETECTING HEAVY WATER: &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Scientists at the California Institute of Technology have created a new method of detecting heavy water that is 30 times more sensitive than any other existing method. The detection method could be helpful in the fight against international nuclear proliferation. &lt;/span&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;span style="color: red; font-size: small;"&gt; COILED STONES: &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Chemistry often seems to operate at random. However, scientists from the Max Planck Institute of Coal Research and the International Max Planck Research School "SurMat" have been able to change that: they grew silica particles from a solution onto a surface in such a way that a pattern of tiny little cones was regularly formed. &lt;/span&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;span style="color: red; font-size: small;"&gt;CHLORINE MAY CONTRIBUTE TO OZONE FORMATION: &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Standard methods of predicting air pollution don't take atmospheric chlorine into account, but the chemical could be responsible for 10 percent or more of daily ozone production in local air, research at UC Irvine has found .Through dated geological records scientists have known for decades that variations in the Earth's orbit around the sun – subtle changes in the distance between the two – control ice ages &lt;/span&gt;&lt;span style="color: red; font-size: small;"&gt;&lt;span style="color: red; font-size: small;"&gt;Water quality improvements likely using new understanding of ion interaction: &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Scientists at the U.S. Department of Energy's Argonne National Laboratory have discovered new ways that ions interact with mineral surfaces in water, opening a door to new knowledge on how contaminants travel in the environment. The insight, published in Physical Review Letters, leads to a better understanding of the factors that determine water quality&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&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/2319509501345929326-2474160979094969575?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/2474160979094969575/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/some-tips-on-science.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/2474160979094969575?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/2474160979094969575?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/some-tips-on-science.html' title='some tips on science'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-tepPVe7qR7k/TfTAwUOvs2I/AAAAAAAAAB4/N23HCdr_0wE/s72-c/%2540a.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;DEMHQXczfSp7ImA9WhZUGEU.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-2507506139072848668</id><published>2011-06-10T03:03:00.001-07:00</published><updated>2011-06-12T06:47:10.985-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-12T06:47:10.985-07:00</app:edited><title>modern science.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;a href="http://2.bp.blogspot.com/-IwPnfIaV-k0/TfSVEI-94bI/AAAAAAAAABE/OgwSLGQY6-U/s1600/imagesCAZFRLTW.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-IwPnfIaV-k0/TfSVEI-94bI/AAAAAAAAABE/OgwSLGQY6-U/s1600/imagesCAZFRLTW.jpg" /&gt;&lt;/a&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/gideFt9gLLw/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/gideFt9gLLw&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/gideFt9gLLw&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;span lang="" style="color: blue;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: red;"&gt;AItalian scientist Galileo Galilei contributed much to modern science. He is known to be the central figure of the scientific revolution in the 17th century. Galileo was born on February 15, 1564 in Pisa, Italy to Vincenzo Galilei and Giulia Ammannati. His family was not rich but they were of nobility. At seven, Galileo and his family moved to Florence where he started his education.When Galileo turned seventeen, his father believed that medicine would be the best profession for his son; thus Galileo enrolled in University of Pisa to earn a medical degree. Soon enough, Galileo dropped out to pursue his own interests in mechanics and mathematics. He became such an expert in the field, he was appointed as a mathematics professor at University of Padua in 1592. There, he met Maria Gamba and the two had three children, two daughters and one son, out of wedlock. In 1609, after word came from Holland ofthe invention of the telescope, Galileo built his own version of the instrument. He made various astronomical discoveries using this handy tool such as the phases of Venus and the four moons orbiting Jupiter. A year later, he published his discoveries in Sidereus Nuncius. But most importantly, Galileo’s observations with the telescope convinced him that there is truth behind Copernicanism. His support for the theory got him in trouble with the Catholic Church, who strongly opposed heliocentricity; feeling that it differed from the Bible’s sayings. Ultimately, Galileo was forced to denounce heliocentrism and was placed under lifelong house arrest. Until his death in 1642, he continued to investigate other areas of science. Amazingly, he even published a book on force and motion although he had been blinded by an eye infectio&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;n.&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/2319509501345929326-2507506139072848668?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/2507506139072848668/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/modern-science.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/2507506139072848668?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/2507506139072848668?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/modern-science.html' title='modern science.'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-IwPnfIaV-k0/TfSVEI-94bI/AAAAAAAAABE/OgwSLGQY6-U/s72-c/imagesCAZFRLTW.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;DUUHQXs9fyp7ImA9WhZUGEU.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-3762519110399592189</id><published>2011-06-10T03:01:00.000-07:00</published><updated>2011-06-12T07:00:30.567-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-12T07:00:30.567-07:00</app:edited><title>some scientific invention</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;span lang=""&gt;　&lt;br /&gt;
&lt;/span&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;span style="color: red; font-size: x-large;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: red; font-size: x-large;"&gt;&lt;span style="color: red; font-size: x-large;"&gt;               Some scientific inventions&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #365f91; font-size: medium;"&gt;&lt;span style="color: #365f91; font-size: medium;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/Y_3qOFuheB4/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Y_3qOFuheB4&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/Y_3qOFuheB4&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;span style="color: #365f91; font-size: medium;"&gt;&lt;span style="color: #365f91; font-size: medium;"&gt;The word ‘science’ comes from the Latin ‘scienta’ and simply means ‘knowledge’. The first man whose through like a modern scientist was Leonardo da Vinci.His contribution is great for our generation. He made a vast series of course with observations cloud formations, plans for cities, on anatomy, military inventions, tanks, submarines and aircrafts. &lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #365f91; font-size: medium;"&gt;&lt;span style="color: #365f91; font-size: medium;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Calibri; font-size: small;"&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;It was left to three great astronomer/mathematicians; Copernicus, who was his contemporary, and a little later, Johannes Kepler and Galileo Galilei to lay the building of modern science. &lt;br /&gt;
&lt;br /&gt;
Copernicus discovered what some of the Ancient Greeks had known; that the sun was at the centre of the solar system, and that the earth revolved around it. At that time, however, most scholars followed Ptolemy and Aristotle in believing that the earth was the centre of everything, a perfectly natural and sensible point of view, given the available evidence. &lt;br /&gt;
&lt;br /&gt;
Unlike Galileo, who followed him, Copernicus was a careful and rather timid man, and did not publish his findings until very late in his life. In fact, it is said that he saw his work in print for the first time when he was dying. He never completely resolved the problem of the motions of the stars and planets. This was because In common with all astronomers of his day he still followed the ancient traditions, in assuming that planetary orbits were circular, and this skewed all his calculations. It was left to the Polish astronomer Johannes Kepler in the next century to realise that in fact planetary orbits were elliptical. This was great idea at the time. He had to suppose that there was a force preventing the planets from flying off into space, and it was only when Isaac Newton demonstrated the existence of gravity in 1687 that his idea was confirmed. &lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="color: #365f91; font-size: large;"&gt;&lt;span style="color: #365f91; font-size: large;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/YgtOXNcOW1s/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/YgtOXNcOW1s&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/YgtOXNcOW1s&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #365f91; font-size: large;"&gt;&lt;span style="color: #365f91; font-size: large;"&gt;Galileo: &lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #365f91; font-size: large;"&gt;&lt;span style="color: #365f91; font-size: large;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://3.gvt0.com/vi/Ub4ls6MTpwM/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Ub4ls6MTpwM&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266" src="http://www.youtube.com/v/Ub4ls6MTpwM&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;Galileo was the first to use modern scientific methods based on experiment and testable observations. In 1608 some spectacle makers from Flanders came to the Republic of Venice, where Galileo was staying, with their new invention, a spyglass for identifying ships well before they entered a harbour. Galileo heard about it and promptly set about figuring out how it worked. He not only succeeded in constructing his own spyglass, but went on to build a second one with the magnification stepped up by eight, and finally thirty times. When he turned the telescope on the night sky, he discovered sunspots, the phases of Venus, the craters of the moon and the four large moons of Jupiter, now called the Galilean satellites. Galileo was now able, with his own observations, to back Kepler’s assertion that nothing in nature is PERFECT.  It was inevitable that Galileo’s beliefs would come to the attention of the Pope. Maffeo Barberini, Urban 3rd, was in fact an intellectual and patron of the arts, and would have preferred to let the matter drop, with a little co-operation on the part of Galileo. But Galileo was not strong on tact and diplomacy. Possibly he thought his position and intelligence would save him, but it was not to be. In April 1633 he was arrested and brought before the Inquisition.  &lt;br /&gt;
&lt;br /&gt;
He was shown the instruments of torture that could be used on him, and invited to recant his heresy. Galileo was well aware that in 1600 the philosopher Giordano Bruno had been burnt at the stake, with his tongue tied to prevent him speaking. His crime had been to champion the teachings of Copernicus and to advocate free speech in general. He was invited to kneel and deny that the earth orbited the sun, WHAT WAS HE DID.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
AT LAST I HAVE TO SAY:&lt;br /&gt;
&lt;br /&gt;
Today, science touches every aspect of our lives. Our world could not  get power to run without science. May be it never, for surely when we began to use fire, stone tools and agriculture we took our first steps along the path of science. If science is a tool, it works spectacularly well, but like any tool, it can be misused. The question is not whether we can trust science, but whether we can trust ourselves. Watch this space. lets check out.&lt;br /&gt;
&lt;br /&gt;
Now answer me what is science?&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/2319509501345929326-3762519110399592189?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/3762519110399592189/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/some-scientific-invention.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/3762519110399592189?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/3762519110399592189?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/some-scientific-invention.html' title='some scientific invention'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;D0QHQns8eip7ImA9WhZUFk4.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-6493923827975184766</id><published>2011-06-09T09:02:00.000-07:00</published><updated>2011-06-09T09:02:13.572-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-09T09:02:13.572-07:00</app:edited><title>science</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;h1 style="margin: 24pt 0cm 0pt;"&gt;&lt;span style="font-family: Cambria;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: #365f91;"&gt;&lt;span style="mso-spacerun: yes;"&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; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&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;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: red; font-size: 26pt; line-height: 115%;"&gt;Science&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1 style="margin: 24pt 0cm 0pt;"&gt;&lt;span style="color: #00b050; font-size: 16pt; line-height: 115%;"&gt;&lt;span style="font-family: Cambria;"&gt;Introduction&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;Science (L.scire; to know: L.scientia; knowledge) is the organized body of knowledge about the material universe that can be tasted and verified.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;There are three types of science:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo1; text-indent: -18pt;"&gt;&lt;span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;span style="font-family: Calibri;"&gt;1.&lt;/span&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;Natural science: Deals with the facts of science&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo1; text-indent: -18pt;"&gt;&lt;span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;span style="font-family: Calibri;"&gt;2.&lt;/span&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;Social science: Deals with the study social activities of man.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo1; text-indent: -18pt;"&gt;&lt;span style="color: #002060; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;&lt;span style="font-family: Calibri;"&gt;3.&lt;/span&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;Abstract science: Deal with abstract relationship.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 36pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 36pt;"&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;Generally we study science on chapter wise as:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 72pt; mso-add-space: auto;"&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;In this way of study of we have to study on the basic of natural science.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 72pt; mso-add-space: auto;"&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;They are:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 108pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18pt;"&gt;&lt;span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #002060; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none;"&gt;PHYSICS&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 108pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18pt;"&gt;&lt;span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #002060; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #FFFFFF -1 100000 tint=40000 satm=250000,9000 #FFFFFF -1 100000 tint=52000 satm=300000,50000 #7C7C7C -1 100000 shade=20000 satm=300000,79000 #FFFFFF -1 100000 tint=52000 satm=300000,100000 #FFFFFF -1 100000 tint=40000 satm=250000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: #7D7D7D; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .415pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;"&gt;CHEMISTRY&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 108pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18pt;"&gt;&lt;span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #9bbb59; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 35.0%; mso-effects-shadow-angledirection: 7500000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 4.0pt; mso-effects-shadow-dpiradius: 3.937pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: #FEFEFE; mso-style-textoutline-fill-themecolor: text2; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .75pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid; mso-themecolor: accent3;"&gt;BIOLOGY&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 10pt 108pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18pt;"&gt;&lt;span style="color: #002060; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;&lt;span style="mso-list: Ignore;"&gt;·&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;span style="font-family: Calibri;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #9bbb59; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 35.0%; mso-effects-shadow-angledirection: 7020000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-dpiradius: 3.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;10000 #FBF3F3 5 100000 tint=10000 satm=155000,60000 #F3D8D8 5 100000 tint=30000 satm=155000,100000 #E38C8A 5 100000 tint=73000 satm=155000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: #D02E29; mso-style-textoutline-fill-colortransforms: &amp;quot;shade=85000 satm=155000&amp;quot;; mso-style-textoutline-fill-themecolor: accent2; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: double; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .965pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid; mso-themecolor: accent3;"&gt;ASTRONOMY&lt;/span&gt;&lt;/b&gt;&lt;span style="color: #002060;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-family: Calibri;"&gt;Lets go through &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none;"&gt;PHYSICS&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #00b0f0; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none;"&gt;&lt;span style="font-family: Calibri;"&gt;WHAT IS DEFINATION OF PHYSICS?&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: black; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text1;"&gt;&lt;span style="font-family: Calibri;"&gt;We can find different definition of physics from many sources&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: #1f497d; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2;"&gt;&lt;span style="font-family: Calibri;"&gt;PHYSICS&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0pt 54pt; mso-add-space: auto; mso-list: l3 level3 lfo3; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="color: #1f497d; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-fareast-font-family: Wingdings; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2;"&gt;&lt;span style="mso-list: Ignore;"&gt;§&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: #17365d; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2; mso-themeshade: 191;"&gt;The branch of science that deals with the study of concept of energy and properties of matters and relation among them.&lt;/span&gt;&lt;span style="color: #1f497d; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 54pt; mso-add-space: auto; mso-list: l3 level3 lfo3; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="color: #1f497d; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-fareast-font-family: Wingdings; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2;"&gt;&lt;span style="mso-list: Ignore;"&gt;§&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: #17365d; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2; mso-themeshade: 191;"&gt;Also it is the study of non-living as well as living things &amp;amp; facts of them which helps on engineering &amp;amp; on making factors to fulfill of our needs. &lt;/span&gt;&lt;span style="color: #1f497d; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 54pt; mso-add-space: auto; mso-list: l3 level3 lfo3; text-indent: -18pt;"&gt;&lt;span style="color: #1f497d; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-fareast-font-family: Wingdings; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2;"&gt;&lt;span style="mso-list: Ignore;"&gt;§&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="color: #002060; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none;"&gt;The reasonable study of matter, energy, time, space or nature and of relation among them. It is based on mathematics and mainly mechanics, optics, electricity and magnetism and heat. Modern physics is based on quantum theory with atomic, nuclear, particle, and natural studies.&lt;/span&gt;&lt;span style="color: #1f497d; mso-effects-shadow-align: none; mso-effects-shadow-alpha: 65.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.4pt; mso-effects-shadow-dpiradius: 5.5pt; mso-effects-shadow-pctsx: 0%; mso-effects-shadow-pctsy: 0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;0 #A54200 9 100000 shade=20000 satm=200000,78000 #FF8C19 9 100000 tint=90000 shade=89000 satm=220000,100000 #FFF1E9 9 100000 tint=12000 satm=255000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .075pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none; mso-themecolor: text2;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 36pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 10pt 72pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -18pt;"&gt;&lt;span style="color: black; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-fareast-font-family: Wingdings; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: white; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid; mso-themecolor: text1;"&gt;&lt;span style="mso-list: Ignore;"&gt;Ø&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span dir="ltr"&gt;&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: black; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: white; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid; mso-themecolor: text1;"&gt;&lt;span style="font-family: Calibri;"&gt;There are many branches of physics:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt 54pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: black; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 100.0%; mso-effects-shadow-angledirection: 0; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 0pt; mso-effects-shadow-dpiradius: 4.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: white; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .7pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid; mso-themecolor: text1;"&gt;&lt;span style="font-family: Calibri;"&gt;Some of them are:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoSubtitle" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #8064a2; font-size: 26pt; line-height: 115%; mso-themecolor: accent4;"&gt;&lt;em&gt;&lt;span style="font-family: Cambria;"&gt;Mechanism:&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #c0504d; mso-themecolor: accent2;"&gt;&lt;span style="font-family: Calibri;"&gt;Units and measurement:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="font-size: 16pt; line-height: 115%;"&gt;T&lt;/span&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;o understand the physics we must able to connect our theoretical description of nature with our experiment observation of nature. This connection is made through quantitative measurement. In physics, are to deal with a large number of physical quantities like length, mass, time , velocity , force pressure etc. These quantities can give clear understanding only if we can measure them and express our conclusion into these measurements .To know the physical quantity quantitatively, measurement is must. Due to this reasons, physics is sometimes called the science&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;of measurement. Therefore, the process of compering an unknown physical quantity with a known fixed quantity is called the measurement.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;The quantity used as a standard, measurement is called unit.&lt;/span&gt;&lt;span style="font-size: 16pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraph" style="margin: 0cm 0cm 10pt 36pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoSubtitle" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #c0504d; mso-themecolor: accent2;"&gt;&lt;em&gt;&lt;span style="font-family: Cambria;"&gt;Vector and scalar:&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;Those physical quantities which have only magnitude are called scalar quantity. Eg: distance, speed, mass, length, time, work, energy and current.etc&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;Those physical quantities which have both magnitude and direction are called vector quantities. Eg: displacement, gravitation, velocity, force, electric field.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #c0504d; font-size: 16pt; line-height: 115%; mso-themecolor: accent2;"&gt;&lt;span style="font-family: Calibri;"&gt;Kinematics:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;It is the branch of science that deals with the study of the motion of object without taking into the account of the cause of the motion in the object.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;Dynamics: this deals with the study of the objects taking into consideration the cause of motion.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #c0504d; font-size: 16pt; line-height: 115%; mso-themecolor: accent2;"&gt;&lt;span style="font-family: Calibri;"&gt;Laws of motion:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;If all the particles of the object move in same way, the motion is translational and the object is considered as point object. If the particle of the object has different linear displacement but same angular displacement, rotational motion takes place. Newton studied about motion scientifically and concluded some result which are called Newton’s law of motion. There are 3 laws of motions. All 3 laws define in different ways. 1&lt;sup&gt;st&lt;/sup&gt; law defines force qualitatively, 2&lt;sup&gt;nd&lt;/sup&gt; law defines quantitatively and 3&lt;sup&gt;rd&lt;/sup&gt; law highlight that single and isolated force is not possible.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;A force can cause both the translation as well as rotational motion on an object.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #c0504d; font-size: 16pt; line-height: 115%; mso-themecolor: accent2;"&gt;&lt;span style="font-family: Calibri;"&gt;Gravity and gravitation:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;The motion of the heavenly bodies in the universe gives the idea of attraction between them and their stability. Otherwise, it is not possible for heavenly bodies to move one around the other.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;Although gravitational force is the weakest force in the nature, it is the most important because from the birth of the universe to its stability, it plays important roles.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: #c0504d; font-size: 16pt; line-height: 115%; mso-themecolor: accent2;"&gt;&lt;span style="font-family: Calibri;"&gt;Circular motion:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Motion of a body moving in a circle is called the circular motion. When a body moves in a circle it constant speed, the motion is called uniform circular motion. Circular motion is two dimensional motion.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #4bacc6; font-size: 28pt; line-height: 115%; mso-themecolor: accent5;"&gt;Heat and thermodynamics:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: red; font-size: 16pt; line-height: 115%;"&gt;&lt;span style="font-family: Calibri;"&gt;Heat:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;It is the form energy. Its SI unit is joule and CGS unit is calorie.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="color: red;"&gt;&lt;span style="font-family: Calibri;"&gt;Temperature:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri;"&gt;It is the degree of hotness and coldness of a body. Its SI unit is Kelvin and CGS system is .&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2319509501345929326-6493923827975184766?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/6493923827975184766/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/science.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/6493923827975184766?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/6493923827975184766?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/science.html' title='science'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;Ak8NQnk9fCp7ImA9WhZUFkQ.&quot;'><id>tag:blogger.com,1999:blog-2319509501345929326.post-1867279254667724343</id><published>2011-06-09T02:41:00.001-07:00</published><updated>2011-06-10T02:41:33.764-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2011-06-10T02:41:33.764-07:00</app:edited><title>science</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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/2319509501345929326-1867279254667724343?l=abisscience.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abisscience.blogspot.com/feeds/1867279254667724343/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://abisscience.blogspot.com/2011/06/science_9865.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/1867279254667724343?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2319509501345929326/posts/default/1867279254667724343?v=2'/><link rel='alternate' type='text/html' href='http://abisscience.blogspot.com/2011/06/science_9865.html' title='science'/><author><name>abis</name><uri>http://www.blogger.com/profile/09154867121358544785</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/-t7Ug18psivo/TfS9zn3uxDI/AAAAAAAAABU/FJKTG8OyhqY/s220/AbIS.JPG'/></author><thr:total>0</thr:total></entry></feed>