tag:blogger.com,1999:blog-74494486683828410682024-03-13T14:58:53.333-07:00Antonio Dominguez Ortiz EnglishUnknownnoreply@blogger.comBlogger10125tag:blogger.com,1999:blog-7449448668382841068.post-22710550705191750742016-01-08T04:41:00.002-08:002016-01-08T04:41:00.968-08:00Access to all presentations<iframe src="http://www.slideshare.net/yagotoubes/slideshelf" width="615px" height="470px" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:none;" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-32844075112230541032013-11-20T13:33:00.000-08:002013-11-20T13:33:38.770-08:00The Maths Operations<iframe src="http://www.slideshare.net/slideshow/embed_code/28466071" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-46531459407019659372013-10-16T14:11:00.000-07:002013-10-16T14:11:05.207-07:00Halloween<iframe src="http://www.slideshare.net/slideshow/embed_code/27266097" width="427" height="356" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC;border-width:1px 1px 0;margin-bottom:5px" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="https://www.slideshare.net/yagotoubes/halloween-27266097" title="Halloween" target="_blank">Halloween</a> </strong> from <strong><a href="http://www.slideshare.net/yagotoubes" target="_blank">yagotoubes</a></strong> </div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-58414290722165552382013-10-16T14:08:00.002-07:002013-10-16T14:08:51.037-07:00The Romani People.<iframe src="http://www.slideshare.net/slideshow/embed_code/27266117" width="427" height="356" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC;border-width:1px 1px 0;margin-bottom:5px" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="https://www.slideshare.net/yagotoubes/the-romani-people" title="The romani people" target="_blank">The romani people</a> </strong> from <strong><a href="http://www.slideshare.net/yagotoubes" target="_blank">yagotoubes</a></strong> </div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-20548806139242497552013-02-21T14:37:00.002-08:002013-02-21T14:37:34.097-08:00coca-cola<iframe src="http://www.slideshare.net/slideshow/embed_code/16680584" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-66468139840456156672013-02-18T12:59:00.000-08:002013-02-18T12:59:25.266-08:00<iframe src="http://www.slideshare.net/slideshow/embed_code/16548556" width="427" height="356" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC;border-width:1px 1px 0;margin-bottom:5px" allowfullscreen webkitallowfullscreen mozallowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="http://www.slideshare.net/yagotoubes/thomas-alva-edison-16548556" title="Thomas alva edison" target="_blank">Thomas alva edison</a> </strong> from <strong><a href="http://www.slideshare.net/yagotoubes" target="_blank">yagotoubes</a></strong> </div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-59527370775305281252013-02-14T13:55:00.001-08:002013-02-14T13:57:38.041-08:00<iframe src="http://www.slideshare.net/slideshow/embed_code/16535891" width="427" height="356" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC;border-width:1px 1px 0;margin-bottom:5px" allowfullscreen webkitallowfullscreen mozallowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="http://www.slideshare.net/yagotoubes/angel-fali-ismael-bakeros" title="Angel , fali, ismael bakeros" target="_blank">Angel , fali, ismael bakeros</a> </strong> from <strong><a href="http://www.slideshare.net/yagotoubes" target="_blank">yagotoubes</a></strong> </div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-7390687525886728852013-02-14T05:57:00.003-08:002013-02-14T05:57:38.091-08:00
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<u><b>The Nucleic Acids</b></u></div>
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<br />
</div>
<div style="margin-bottom: 0cm;">
The nucleic acids are the building
blocks of living organisms.</div>
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There are two main types of nucleic
acids:</div>
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<br />
</div>
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·DNA means deoxyribonucleic acid.</div>
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·RNAmeans ribonucleic acid.</div>
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The are called nucleic acid because
scientists first found them in the nucleus of cells.</div>
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Now, we have better equipment, and
scientist have discovered nucleic acis in mitochondria, chloropasts,
and cells that have no nucleus, such as bacteria and viruses.</div>
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Nucleic acis form long chains of
pairs, that make a shape called a double helix. Each pair is called a
run.</div>
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DNA holds your genetic infomation.
</div>
<div style="margin-bottom: 0cm;">
Everytyhing you are in your body is
encoded in the DNA found in your cells.</div>
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Nucleic acids are made of five parts
called nucleoides:</div>
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·Uracil</div>
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·Cytosine</div>
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·Thymine</div>
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·Adenine</div>
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Guanine</div>
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By Carmen López, Jenifer Moreno.</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-5735138504160229032013-02-14T05:50:00.001-08:002013-02-14T05:52:13.641-08:00<style type="text/css">
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<span style="font-size: 44pt;"><b>The
atom </b></span>
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<br /></div>
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<span style="font-size: medium;"><b> The
atom is the basic unit of matter.</b></span></div>
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<span style="font-size: medium;"><b> Atoms
are the building blocks of molecules. </b></span>
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b> You
need at least two atoms linked by a covalent chemical bond to form a
molecule.</b></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b> The
atom consists of a nucleaus surrounded by a cloud of electrons.</b></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b> Everything
is made of atoms, and atms are by particles of matter</b></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>you
are made of billions of atoms, but we can find only 40 different
types of atoms (elements) mostly hydrogen and oxygen</b></span><br />
<span style="font-size: medium;"><b> </b></span><img alt="" 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" 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By: José Antonio Gandullo Torres. Unknownnoreply@blogger.comtag:blogger.com,1999:blog-7449448668382841068.post-54422396217205480362011-09-18T23:14:00.001-07:002011-09-18T23:14:37.453-07:00El Inglés en España<div style="width:425px" id="__ss_9316064"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/yagotoubes/el-ingles-sin-videos" title="El ingles (sin videos)">El ingles (sin videos)</a></strong><object id="__sse9316064" height="355" width="425"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=elinglessinvideos-110919010941-phpapp01&stripped_title=el-ingles-sin-videos&userName=yagotoubes"><param name="allowFullScreen" value="true"><param name="allowScriptAccess" value="always"><embed name="__sse9316064" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=elinglessinvideos-110919010941-phpapp01&stripped_title=el-ingles-sin-videos&userName=yagotoubes" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="355" width="425"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/yagotoubes">yagotoubes</a>.</div></div>Unknownnoreply@blogger.com