tag:blogger.com,1999:blog-15721226060032838162024-03-05T23:54:38.665-08:00Mr. Gary's PHS 1 ClassesThis is for the founding class at Panyarat high school, all class notes and posting will be herehi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.comBlogger129125tag:blogger.com,1999:blog-1572122606003283816.post-87761286174778863932021-07-20T19:04:00.001-07:002021-07-20T19:04:09.003-07:00Welcome PHS 11 A New Year and a New Class<script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script><div><br /></div><div><a href="https://www.youtube.com/playlist?list=PL3ZcvKUBws1mETqOwE4_qJpNTLm42EyaO">PHS 11 M1 Core Science Lectures</a></div><div><br /></div><div><a href="https://www.youtube.com/playlist?list=PL3ZcvKUBws1nMhHqK2ue5B3ImhTxs5WC1">PHS 10 M2 Add Science Lectures</a></div>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-63994045040841358002020-08-26T21:20:00.004-07:002020-08-26T21:20:40.411-07:00PHS 10 MiniLab Determine Specific HeatPost the table from the document<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script><script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script><div>any pictures</div><div><br /></div><div><br /></div><div><img height="180" src="data:image/png;base64,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" width="320" /></div><div><br /></div><div><br /></div>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-27594373810440843122020-08-23T19:52:00.001-07:002020-08-23T19:52:32.153-07:00PHS 9 Sample Seismograph Lab<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbTp2yYQlB58H-Aa4_CkTdF6OkNoZqmQWBKj1Cno8QHrPzK7wiaw7iXIhl70d6-fulD3csbIv7mGgpxEWygM9mq66uhoK_bRYefj3xqOhMlq0KTg-UOXFy48Un2yie3rKwS6LbQzrLiUQ/s330/SampleSeismogram+%25281%2529.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="220" data-original-width="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbTp2yYQlB58H-Aa4_CkTdF6OkNoZqmQWBKj1Cno8QHrPzK7wiaw7iXIhl70d6-fulD3csbIv7mGgpxEWygM9mq66uhoK_bRYefj3xqOhMlq0KTg-UOXFy48Un2yie3rKwS6LbQzrLiUQ/s0/SampleSeismogram+%25281%2529.gif" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">and detail the certificate and the completed epicenter</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrfSkYd8zS-QvYhrNl0c10ai-KC4ykCkkrl905hFZacKxqWvYzfepTEaNEiCzkhgLCjdZel9ITky3P6lJ_ufAlMkFY7F7h1WWghtvdsqXGH2SYUy39fHmiVCDCEiYIubCDwGQWesulR1g/s1650/weismo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1275" data-original-width="1650" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrfSkYd8zS-QvYhrNl0c10ai-KC4ykCkkrl905hFZacKxqWvYzfepTEaNEiCzkhgLCjdZel9ITky3P6lJ_ufAlMkFY7F7h1WWghtvdsqXGH2SYUy39fHmiVCDCEiYIubCDwGQWesulR1g/s640/weismo.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com1tag:blogger.com,1999:blog-1572122606003283816.post-57198792742746892882020-03-05T18:13:00.001-08:002020-03-05T18:13:46.162-08:00Pictures of M2 --last class day<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJxPLsSpta0pqvoTy_5nATWTt-hxIvQmxdmuA0CwRpjSHUAVCmAmoFcGfvnpQ30PuUY901w__qJkNyWbLLjjq3Ns_BN5k4G7AoEu10MHkaruIadp1BkTbYcQD5Og_fI70I7OdKfHh2_Zg/s1600/88276390_239770650519768_4103881263243329536_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJxPLsSpta0pqvoTy_5nATWTt-hxIvQmxdmuA0CwRpjSHUAVCmAmoFcGfvnpQ30PuUY901w__qJkNyWbLLjjq3Ns_BN5k4G7AoEu10MHkaruIadp1BkTbYcQD5Og_fI70I7OdKfHh2_Zg/s400/88276390_239770650519768_4103881263243329536_n.jpg" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiylnF6jtmTkhbmW9G8oyS30ZQ30uylxwPXqESbDnqVJrU4Jl3WUutNFovO9Co0ifROMgq9pyRQPLY0zLEhGfF5XCrk_oHXxKas9d1jNd7zi-nLE5Z5KaMLGWhaUfw0sGO2aXW32zJ8FgU/s1600/88055240_2759017950849312_2478262229338685440_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiylnF6jtmTkhbmW9G8oyS30ZQ30uylxwPXqESbDnqVJrU4Jl3WUutNFovO9Co0ifROMgq9pyRQPLY0zLEhGfF5XCrk_oHXxKas9d1jNd7zi-nLE5Z5KaMLGWhaUfw0sGO2aXW32zJ8FgU/s400/88055240_2759017950849312_2478262229338685440_n.jpg" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdFB6D1jCZ0STs9gTWKoJdIORkPQRzgOFJZeS-D30ipBdnETapR9kCp8HDv3-icfvO-IO9kHNgqmDuNN0bkuVwmhjjB1Qe6qZZpqhgvinLtvob-piNaMxHv7tih21Q6XjIJWtwRD_qhMw/s1600/88075006_2758892624195178_2002086811618246656_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdFB6D1jCZ0STs9gTWKoJdIORkPQRzgOFJZeS-D30ipBdnETapR9kCp8HDv3-icfvO-IO9kHNgqmDuNN0bkuVwmhjjB1Qe6qZZpqhgvinLtvob-piNaMxHv7tih21Q6XjIJWtwRD_qhMw/s400/88075006_2758892624195178_2002086811618246656_n.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.facebook.com/mrgaryclass/?ref=bookmarks" target="_blank">class page on fb-</a></div>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-91731585778513970122020-03-04T23:51:00.002-08:002020-03-04T23:51:31.765-08:00Tennis Enters a New Era<div dir="ltr" style="text-align: left;" trbidi="on">
Panyarat High School will be in its third year of tennis. The program deals with forty students spanning grades seven to grade twelve. The focus is building a complete person who plays sports as well as studies in school. The goal is to introduce tennis to people who have never played before and moreover, to improve the better tennis player by offering tournament competition. The highlight is the introduction of the RS Tennis Premium Tennis Balls into the program. The ball is very durable and plays extremely well. Panyarat High School welcomes the product into the curriculum thus allowing their program to have more opportunities and challenges. <script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTLR6aybfAMbGidjblK_JHebCV1VLM0_tx-ahHdNnBrHBdV3gsJSS7nujA0ORixncrHV0Icl2szCHT2aLIu77vNCPD9tJFqePKAm4INtb6aVHJGQg3sCl7Aj-DmouXf02AgZcqmU4bIpY/s1600/89119428_623121588486099_2116419223289856000_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTLR6aybfAMbGidjblK_JHebCV1VLM0_tx-ahHdNnBrHBdV3gsJSS7nujA0ORixncrHV0Icl2szCHT2aLIu77vNCPD9tJFqePKAm4INtb6aVHJGQg3sCl7Aj-DmouXf02AgZcqmU4bIpY/s320/89119428_623121588486099_2116419223289856000_n.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdjcFNxst2bxMif3rmK9zNaF1hISE6iDJ4UHF5lnOhCn8PGrr-bmnLF9XLffTzlxUCYmi0zX4RjGto2wxbxDJ21fQvtVTSqBnsqdCDw-Uh9I5IvEkqP-NLJ3XnrPWrCidsRETs_fEPT_0/s1600/87727705_534328510529080_6446503206989070336_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="960" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdjcFNxst2bxMif3rmK9zNaF1hISE6iDJ4UHF5lnOhCn8PGrr-bmnLF9XLffTzlxUCYmi0zX4RjGto2wxbxDJ21fQvtVTSqBnsqdCDw-Uh9I5IvEkqP-NLJ3XnrPWrCidsRETs_fEPT_0/s640/87727705_534328510529080_6446503206989070336_n.jpg" width="640" /></a></div>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-72682789132432700022020-02-25T21:12:00.001-08:002020-02-25T21:12:21.949-08:00best video m202 Final Blogger Assessment������ | Add Science����<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/dhZYwYdA-Y0" width="480"></iframe><br />
<br />
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script><br />
<script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-75065862862552026102020-02-25T19:32:00.001-08:002020-02-25T19:32:05.427-08:00Best Video reflection Core Science by Namwan Lyric and Peme<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/xU9Ciuembic" width="459"></iframe><br />
<br />
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script><br />
<script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-54477741901309503552020-02-16T20:25:00.002-08:002020-02-16T20:25:20.737-08:00Final Blogger make a video with the following<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal">
Make a video with the following statements and post in
blogger—the video should not be longer than 3 minutes as the file will be large<o:p></o:p></div>
<div class="MsoNormal">
The best way to do it would be to upload it to youtube <o:p></o:p></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<!--[if gte vml 1]><v:shapetype
id="_x0000_t32" coordsize="21600,21600" o:spt="32" o:oned="t" path="m,l21600,21600e"
filled="f">
<v:path arrowok="t" fillok="f" o:connecttype="none"/>
<o:lock v:ext="edit" shapetype="t"/>
</v:shapetype><v:shape id="Straight_x0020_Arrow_x0020_Connector_x0020_4"
o:spid="_x0000_s1027" type="#_x0000_t32" style='position:absolute;left:0;
text-align:left;margin-left:169.2pt;margin-top:137.1pt;width:226.6pt;height:49.45pt;
flip:y;z-index:251660288;visibility:visible;mso-wrap-style:square;
mso-width-percent:0;mso-height-percent:0;mso-wrap-distance-left:9pt;
mso-wrap-distance-top:0;mso-wrap-distance-right:9pt;
mso-wrap-distance-bottom:0;mso-position-horizontal:absolute;
mso-position-horizontal-relative:text;mso-position-vertical:absolute;
mso-position-vertical-relative:text;mso-width-percent:0;mso-height-percent:0;
mso-width-relative:margin;mso-height-relative:margin' o:gfxdata="UEsDBBQABgAIAAAAIQC75UiUBQEAAB4CAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbKSRvU7DMBSF
dyTewfKKEqcMCKEmHfgZgaE8wMW+SSwc27JvS/v23KTJgkoXFsu+P+c7Ol5vDoMTe0zZBl/LVVlJ
gV4HY31Xy4/tS3EvRSbwBlzwWMsjZrlprq/W22PELHjb51r2RPFBqax7HCCXIaLnThvSAMTP1KkI
+gs6VLdVdad08ISeCho1ZLN+whZ2jsTzgcsnJwldluLxNDiyagkxOquB2Knae/OLUsyEkjenmdzb
mG/YhlRnCWPnb8C898bRJGtQvEOiVxjYhtLOxs8AySiT4JuDystlVV4WPeM6tK3VaILeDZxIOSsu
ti/jidNGNZ3/J08yC1dNv9v8AAAA//8DAFBLAwQUAAYACAAAACEArTA/8cEAAAAyAQAACwAAAF9y
ZWxzLy5yZWxzhI/NCsIwEITvgu8Q9m7TehCRpr2I4FX0AdZk2wbbJGTj39ubi6AgeJtl2G9m6vYx
jeJGka13CqqiBEFOe2Ndr+B03C3WIDihMzh6RwqexNA281l9oBFTfuLBBhaZ4ljBkFLYSMl6oAm5
8IFcdjofJ0z5jL0MqC/Yk1yW5UrGTwY0X0yxNwri3lQgjs+Qk/+zfddZTVuvrxO59CNCmoj3vCwj
MfaUFOjRhrPHaN4Wv0VV5OYgm1p+LW1eAAAA//8DAFBLAwQUAAYACAAAACEAvQ0fftsBAACSBAAA
HwAAAGNsaXBib2FyZC9kcmF3aW5ncy9kcmF3aW5nMS54bWykVFFvmzAQfp+0/2D5fQWyJI1QSTVl
XV+mrWq2vp+MAWvmjGyPkn+/czAkiqZOXV/gbH/fd98dZ25uh1azXlqnDBY8u0o5kyhMqbAu+M8f
Xz5sOHMesARtUBb8IB2/3b5/dwN5baFrlGCkgC6Hgjfed3mSONHIFtyV6STSWWVsC56Wtk5KC8+k
3OpkkabrpAWFfHuS+gwe2G+r/kNKG/FLljvAHhxJapGf70SPWrxdGXLs72237x5scC6+9Q+WqbLg
1DmEllrEk3gQYbRMLlj1SWCobBvwpqrYUPCP6XqxTlecHSheZulqsxr15OCZIMBic32d0SYThFgv
NmkWAaL5/g8J0dy9LEI2RzsUnFkUA+674BH7XQgvK19Ole+9BVU3nn2y1jyznUGUwhvLlnNPosDU
kzM9F3WDA1Zp1T3RPB6n442tmauCvLPO30vTshAU3EW/s9ExH/RfnR8dToRQvcbw9KD0HZbMHzr6
1t4qwFrLUB/lCRB6TaU4f9BypD7KiqaEvt+Y4nhH5E5b1oMuOAgh0WezCqEDrVJaz8T02IsXiREf
qLKqqPWvIc+MY2aDJ3Kr0Ni/ZffDZLka8WP1Y9XUhzg4ycVtPKLi3yNc+fP19g8AAAD//wMAUEsD
BBQABgAIAAAAIQCRLWpJWAYAAA8aAAAaAAAAY2xpcGJvYXJkL3RoZW1lL3RoZW1lMS54bWzsWUtv
GzcQvhfof1jsvbHeio3Iga1H3MROgkhJkSOlpXYZc5cLkrKjW5GceilQIC16aIDeeiiKBmiABr30
xxhw0KY/okPuQ6RExQ+4QFDEAozd2W+Gw5nZb0jujZtPY+odYS4ISzp+9VrF93AyYQFJwo7/cDT4
7LrvCYmSAFGW4I4/x8K/uf3pJzfQ1oSSdMwQD0YRjrEHhhKxhTp+JGW6tbEhJiBG4hpLcQLPpozH
SMItDzcCjo5hgJhu1CqV1kaMSOJvg0WpDPUp/EukUIIJ5UNlBnsJimH0e9MpmWCNDQ6rCiHmoku5
d4RoxwebATse4afS9ygSEh50/Ir+8ze2b2ygrVyJyjW6ht5A/+V6uUJwWNNj8nBcDtpoNButndK+
BlC5iuu3+61+q7SnAWgygZlmvpg2m7ubu71mjjVA2aXDdq/dq1ctvGG/vuLzTlP9LLwGZfYbK/jB
oAtRtPAalOGbK/hGo13rNiy8BmX41gq+XdnpNdoWXoMiSpLDFXSl2ap3i9mWkCmje074ZrMxaNdy
4wsUVENZXWqIKUvkulqL0RPGBwBQQIokSTw5T/EUTaAmu4iSMSfePgkjKLwUJUyAuFKrDCp1+K9+
DX2lI4K2MDK0lV/giVgRKX88MeEklR3/Nlj1Dcjpmzcnz16fPPv95Pnzk2e/5mNrU5beHkpCU+/d
T9/88/JL7+/ffnz34tts6GW8MPFvf/nq7R9/vs88zHgRitPvXr19/er0+6//+vmFw/oOR2MTPiIx
Ft5dfOw9YDFM0OE/HvOLaYwiREyNnSQUKEFqFIf9vows9N05osiB28V2HB9xoBoX8NbsieXwMOIz
SRwW70SxBTxgjO4y7ozCHTWWEebRLAndg/OZiXuA0JFr7C5KrCz3ZylwLHGZ7EbYcvM+RYlEIU6w
9NQzdoixY3aPCbHiekAmnAk2ld5j4u0i4gzJiIytaloo7ZEY8jJ3OQj5tmJz8MjbZdQ16x4+spHw
biDqcH6EqRXGW2gmUewyOUIxNQO+j2TkcnI45xMT1xcSMh1iyrx+gIVw6dzjMF8j6XeAZtxpP6Dz
2EZySQ5dNvcRYyayxw67EYpTF3ZIksjEfi4OoUSRd59JF/yA2W+Iuoc8oGRtuh8RbKX7bDZ4CAxr
urQoEPVkxh25vIWZVb/DOZ0irKkGGoDF6zFJziT5JXpv/nf0DiR6+sNLx4yuhtLdhq18XJDMdzhx
vk17SxS+DrdM3F3GA/Lh83YPzZL7GF6V1eb1kbY/0rb/v6ftde/z1ZP1gp+ButWyNVuu68V7vHbt
PiWUDuWc4n2hl+8CulIwAKHS03tUXO7l0ggu1ZsMA1i4kCOt43EmvyAyGkYohTV+1VdGQpGbDoWX
MgFLfy122lZ4OosPWJBtWatVtT3NyEMguZBXmqUcthsyQ7fai21YaV57G+rtcuGA0r2IE8ZgthN1
hxPtQqiCpDfnEDSHE3pmV+LFpsOL68p8kaoVL8C1MiuwbPJgsdXxmw1QASXYVSGKA5WnLNVFdnUy
rzLT64JpVQCsIYoKWGR6U/m6dnpqdlmpnSPTlhNGudlO6MjoHiYiFOC8OpX0PG5cNNebi5Ra7qlQ
6PGgtBZutK+/z4vL5hr0lrmBJiZT0MQ77vitehNKZoLSjj+FrT9cxinUjlDLXURDODSbSJ698Jdh
lpQL2UMiygKuSSdjg5hIzD1K4o6vpl+mgSaaQ7Rv1RoQwgfr3CbQyofmHCTdTjKeTvFEmmk3JCrS
2S0wfMYVzqda/fJgpclmkO5hFBx7YzrjDxCUWLNdVQEMiIAToGoWzYDAkWZJZIv6W2pMOe2aZ4q6
hjI5ommE8o5iknkG11ReuqPvyhgYd/mcIaBGSPJGOA5VgzWDanXTsmtkPqztumcrqcgZpLnomRar
qK7pZjFrhKINLMXyck3e8KoIMXCa2eEz6l6m3M2C65bWCWWXgICX8XN03XM0BMO1xWCWa8rjVRpW
nJ1L7d5RTPAM187TJAzWbxVml+JW9gjncCC8VOcHveWqBdG0WFfqSLs+Txyg1BuH1Y4PnwjgbOIp
XMFHBh9kNSWrKRlcwZcDaBfZcX/Hzy8KCTzPJCWmXkjqBaZRSBqFpFlImoWkVUhavqfPxeFbjDoS
973i2Bt6WH5Mnq8t7G842/8CAAD//wMAUEsDBBQABgAIAAAAIQCcZkZBuwAAACQBAAAqAAAAY2xp
cGJvYXJkL2RyYXdpbmdzL19yZWxzL2RyYXdpbmcxLnhtbC5yZWxzhI/NCsIwEITvgu8Q9m7SehCR
Jr2I0KvUBwjJNi02PyRR7Nsb6EVB8LIws+w3s037sjN5YkyTdxxqWgFBp7yenOFw6y+7I5CUpdNy
9g45LJigFdtNc8VZ5nKUxikkUigucRhzDifGkhrRykR9QFc2g49W5iKjYUGquzTI9lV1YPGTAeKL
STrNIXa6BtIvoST/Z/thmBSevXpYdPlHBMulFxagjAYzB0pXZ501LV2BiYZ9/SbeAAAA//8DAFBL
AQItABQABgAIAAAAIQC75UiUBQEAAB4CAAATAAAAAAAAAAAAAAAAAAAAAABbQ29udGVudF9UeXBl
c10ueG1sUEsBAi0AFAAGAAgAAAAhAK0wP/HBAAAAMgEAAAsAAAAAAAAAAAAAAAAANgEAAF9yZWxz
Ly5yZWxzUEsBAi0AFAAGAAgAAAAhAL0NH37bAQAAkgQAAB8AAAAAAAAAAAAAAAAAIAIAAGNsaXBi
b2FyZC9kcmF3aW5ncy9kcmF3aW5nMS54bWxQSwECLQAUAAYACAAAACEAkS1qSVgGAAAPGgAAGgAA
AAAAAAAAAAAAAAA4BAAAY2xpcGJvYXJkL3RoZW1lL3RoZW1lMS54bWxQSwECLQAUAAYACAAAACEA
nGZGQbsAAAAkAQAAKgAAAAAAAAAAAAAAAADICgAAY2xpcGJvYXJkL2RyYXdpbmdzL19yZWxzL2Ry
YXdpbmcxLnhtbC5yZWxzUEsFBgAAAAAFAAUAZwEAAMsLAAAAAA==
" strokecolor="#5b9bd5 [3204]" strokeweight=".5pt">
<v:stroke endarrow="block" joinstyle="miter"/>
</v:shape><![endif]--><!--[if !vml]--><span style="height: 73px; left: 0px; margin-left: 225px; margin-top: 177px; mso-ignore: vglayout; position: absolute; width: 306px; z-index: 251660288;"><img height="73" src="file:///C:/Users/PHS/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" v:shapes="Straight_x0020_Arrow_x0020_Connector_x0020_4" width="306" /></span><!--[endif]--><!--[if gte vml 1]><v:oval
id="Oval_x0020_3" o:spid="_x0000_s1026" style='position:absolute;left:0;
text-align:left;margin-left:393.15pt;margin-top:115.05pt;width:20.75pt;
height:27.85pt;z-index:251659264;visibility:visible;mso-wrap-style:square;
mso-wrap-distance-left:9pt;mso-wrap-distance-top:0;mso-wrap-distance-right:9pt;
mso-wrap-distance-bottom:0;mso-position-horizontal:absolute;
mso-position-horizontal-relative:text;mso-position-vertical:absolute;
mso-position-vertical-relative:text;v-text-anchor:middle' o:gfxdata="UEsDBBQABgAIAAAAIQC75UiUBQEAAB4CAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbKSRvU7DMBSF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" filled="f" strokecolor="yellow" strokeweight="1pt">
<v:stroke joinstyle="miter"/>
</v:oval><![endif]--><!--[if !vml]--><span style="height: 40px; left: 0px; margin-left: 523px; margin-top: 152px; mso-ignore: vglayout; position: absolute; width: 30px; z-index: 251659264;"><img height="40" src="file:///C:/Users/PHS/AppData/Local/Temp/msohtmlclip1/01/clip_image002.png" v:shapes="Oval_x0020_3" width="30" /></span><!--[endif]--><!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_i1026" type="#_x0000_t75"
style='width:236.25pt;height:129.75pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:/Users/PHS/AppData/Local/Temp/msohtmlclip1/01/clip_image003.png"
o:title="" cropbottom="21822f" cropright="39379f"/>
</v:shape><![endif]--><!--[if !vml]--><img height="173" src="file:///C:/Users/PHS/AppData/Local/Temp/msohtmlclip1/01/clip_image004.jpg" v:shapes="Picture_x0020_1" width="315" /><!--[endif]--><!--[if gte vml 1]><v:shape id="Picture_x0020_2"
o:spid="_x0000_i1025" type="#_x0000_t75" style='width:230.25pt;height:183pt;
visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:/Users/PHS/AppData/Local/Temp/msohtmlclip1/01/clip_image005.png"
o:title="" cropbottom="20673f" cropright="46988f"/>
</v:shape><![endif]--><!--[if !vml]--><img height="244" src="file:///C:/Users/PHS/AppData/Local/Temp/msohtmlclip1/01/clip_image006.jpg" v:shapes="Picture_x0020_2" width="307" /><!--[endif]--><o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Then click share and get link for blogger<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="background: white; color: #5f6368; font-family: "arial" , sans-serif; font-size: 9.0pt; letter-spacing: 0.25pt; line-height: 107%;">My goals</span>
for next year are--<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--><o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #5f6368; font-family: "arial" , sans-serif; font-size: 9.0pt; letter-spacing: 0.25pt; line-height: 107%;"><br />
<span style="background: white;">My dream is to become or to <o:p></o:p></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #5f6368; font-family: "arial" , sans-serif; font-size: 9.0pt; letter-spacing: 0.25pt; line-height: 107%;"><br />
<span style="background: white;">My favorite pet is<o:p></o:p></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="background: white; color: #5f6368; font-family: "arial" , sans-serif; font-size: 9.0pt; letter-spacing: 0.25pt; line-height: 107%;">I like
to play or watch these sports<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="background: white; color: #5f6368; font-family: "arial" , sans-serif; font-size: 9.0pt; letter-spacing: 0.25pt; line-height: 107%;">My
favorite food or place to eat right now is<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #5f6368; font-family: "arial" , sans-serif; font-size: 9.0pt; letter-spacing: 0.25pt; line-height: 107%;"><br />
<span style="background: white;">Personal statement—say something that is about you or
something you like to say or something you like—it’s a personal statement about
yourself<o:p></o:p></span></span></div>
<div class="MsoNormal">
<span style="color: #5f6368; font-family: "arial" , sans-serif; font-size: 9.0pt; letter-spacing: 0.25pt; line-height: 107%;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><o:p></o:p></div>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-58321576386211129912019-12-15T18:28:00.002-08:002019-12-15T18:28:29.999-08:00Best Blogs M101 Ken and <div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://phs9ken.blogspot.com/" target="_blank">Ken's blog</a><script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script><br />
<br />
<a href="https://phs9pat.blogspot.com/" target="_blank">Pat's blog</a><br />
<br />
Most Excellent Blogs--take a look to see what our students are doing<br />
<br /></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-35923341030849256622019-11-27T18:17:00.002-08:002019-11-27T18:17:48.018-08:002019 we are using google classroom<div dir="ltr" style="text-align: left;" trbidi="on">
it's very powerful and private<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsxKn5QTB9AdOmrX7nilELXzNbaUce85uWogvmWL0fje0p818vYwGZ1ifJfK5zProhyphenhyphenF4_SgG4bv3mOAJcvVCJCZ7wYXSFSgXIjGBV8x9b6Tduy7mlESQA52kwqW6TBLOImuIbP7P-M1k/s1600/itf+profile+pic.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="133" data-original-width="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsxKn5QTB9AdOmrX7nilELXzNbaUce85uWogvmWL0fje0p818vYwGZ1ifJfK5zProhyphenhyphenF4_SgG4bv3mOAJcvVCJCZ7wYXSFSgXIjGBV8x9b6Tduy7mlESQA52kwqW6TBLOImuIbP7P-M1k/s1600/itf+profile+pic.jpg" /></a></div>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-14687525481084534242019-01-22T18:43:00.001-08:002019-01-22T18:43:54.421-08:00PowerPoint Slide Show M1 CS 2018 L14 Plants Water Transport Compatibil...<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/pbbLA1JhDfo" width="459"></iframe><br />
<br />
<script async="" src="//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js"></script><br />
<!-- 120x240, created 1/4/10 --><br />
<br /><br />
<br /><br />
the animations don't play so we screen shot record it<br /><br />
<ins class="adsbygoogle" data-ad-client="ca-pub-9239500697458364" data-ad-slot="3741200255" style="display: inline-block; height: 240px; width: 120px;"></ins><script>
(adsbygoogle = window.adsbygoogle || []).push({});
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-18084675053025455702019-01-07T18:53:00.001-08:002019-01-07T18:53:16.132-08:00PowerPoint Slide Show photosynthesis 1 8 2019 09 40 24 AM<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/EzRwPFK8nC0" width="459"></iframe><br />
<br />
<script async="" src="//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js"></script><br />
<!-- 120x240, created 1/4/10 --><br />
<br /><br />
<ins class="adsbygoogle" data-ad-client="ca-pub-9239500697458364" data-ad-slot="3741200255" style="display: inline-block; height: 240px; width: 120px;"></ins><script>
(adsbygoogle = window.adsbygoogle || []).push({});
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-58447981120830048022018-07-30T20:07:00.000-07:002018-07-30T20:07:03.925-07:00lab boiling point m101<div dir="ltr" style="text-align: left;" trbidi="on">
<style type="text/css"><!--td {border: 1px solid #ccc;}br {mso-data-placement:same-cell;}--></style><br />
<table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial,sans,sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="100"></col><col width="100"></col><col width="127"></col><col width="100"></col><col width="236"></col><col width="100"></col></colgroup><tbody>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"time"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">time</td><td data-sheets-value="{"1":2,"2":"temperature"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">temperature</td><td data-sheets-value="{"1":2,"2":"comment"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">comment</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"group "}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">group </td><td data-sheets-value="{"1":2,"2":"boiling point"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">boiling point</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":30}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">30</td><td data-sheets-value="{"1":3,"3":40}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">40</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"ken, gong, baibua, deedee"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">ken, gong, baibua, deedee</td><td data-sheets-value="{"1":3,"3":92}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">92</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":60}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">60</td><td data-sheets-value="{"1":3,"3":43}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">43</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"select both columns"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">select both columns</td><td data-sheets-value="{"1":2,"2":"krapook, team, phu"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">krapook, team, phu</td><td data-sheets-value="{"1":3,"3":91}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">91</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":90}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">90</td><td data-sheets-value="{"1":3,"3":45}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">45</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"click insert chart"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">click insert chart</td><td data-sheets-value="{"1":2,"2":"waai, pammy, austin"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">waai, pammy, austin</td><td data-sheets-value="{"1":3,"3":93}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">93</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":120}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">120</td><td data-sheets-value="{"1":3,"3":50}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">50</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"yim sea paopei"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">yim sea paopei</td><td data-sheets-value="{"1":3,"3":93}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">93</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":150}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">150</td><td data-sheets-value="{"1":3,"3":55}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">55</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"florence"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">florence</td><td data-sheets-value="{"1":3,"3":95}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">95</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":180}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">180</td><td data-sheets-value="{"1":3,"3":60}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">60</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"bank, praim, preuk and rinspaceto"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">bank, praim, preuk and rinspaceto</td><td data-sheets-value="{"1":3,"3":84}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">84</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":210}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">210</td><td data-sheets-value="{"1":3,"3":67}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">67</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":240}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">240</td><td data-sheets-value="{"1":3,"3":69}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">69</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":270}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">270</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":300}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">300</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td data-sheets-value="{"1":2,"2":"boiling point here"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">boiling point here</td><td data-sheets-value="{"1":2,"2":"here"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">here</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":330}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">330</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":360}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">360</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":390}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">390</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":420}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">420</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":450}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">450</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":480}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">480</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":510}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">510</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":540}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">540</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":570}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">570</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":600}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">600</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":630}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">630</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":3,"3":660}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">660</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
</tbody></table>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-88599532616428962182018-07-05T20:36:00.001-07:002018-07-05T20:36:19.468-07:00PowerPoint Slide Show 130724 M2 AS L6 Rocks 1 Compatibility Mode 7 6...<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/5Fn9cz4wVLA" width="459"></iframe><br />
<br />
<script async="" src="//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js"></script><br />
<!-- 120x240, created 1/4/10 --><br />
<br /><br />
<ins class="adsbygoogle" data-ad-client="ca-pub-9239500697458364" data-ad-slot="3741200255" style="display: inline-block; height: 240px; width: 120px;"></ins><script>
(adsbygoogle = window.adsbygoogle || []).push({});
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-90427830285288928772018-06-06T19:53:00.001-07:002018-06-06T19:53:17.434-07:00PowerPoint Slide Show 130521 M2 AS L1 Earths structure Compatibility...<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/x1yI_YLIz4A" width="459"></iframe><br />
<br />
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script><br />
<script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-67721498087909037072018-06-03T23:40:00.003-07:002018-06-03T23:40:44.985-07:00M1 Notebook Check on the horizon!!!<div dir="ltr" style="text-align: left;" trbidi="on">
M1 notebook check<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script>
<div>
notes on observations </div>
<div>
lab in blogger on lab equipment</div>
<div>
notes on scientific method</div>
<div>
<br /></div>
<div>
quiz next monday</div>
</div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-37012685808963866252018-05-30T20:55:00.003-07:002018-05-30T20:55:34.192-07:00Cinch Homework M2 Add Science Rocks and Rock Cycle<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="m_-7810721069953624138gmail-subsection" id="m_-7810721069953624138gmail-2517608" style="background-color: white; background-repeat: no-repeat; clear: both; font-family: "Palatino Linotype", "Book Antiqua", Palatino, serif; font-size: 14.6667px;">
<div class="m_-7810721069953624138gmail-title" id="m_-7810721069953624138gmail-p_1" style="color: #3893cc; font-family: helvetica, arial, sans-serif; font-size: 1.2em; font-weight: bold; margin: 20px 20px 10px;">
<span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_1_word_1">Key </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_1_word_2">Concepts</span><br />
<span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_1_word_3">ESSENTIAL </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_1_word_4">QUESTIONS</span></div>
<div class="m_-7810721069953624138gmail-content" id="m_-7810721069953624138gmail-content_p_1">
<div class="m_-7810721069953624138gmail-text" id="m_-7810721069953624138gmail-p_2" style="line-height: 25px; margin: 5px 40px 15px;">
<span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_1">• </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_2">How </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_3">are </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_4">rocks </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_5">classified</span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_6">?</span><br />
<span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_7">• </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_8">What </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_9">is </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_10">the </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_11">rock </span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_12">cycle</span><span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_2_word_13">?</span></div>
</div>
</div>
<div class="m_-7810721069953624138gmail-subsection" id="m_-7810721069953624138gmail-2517610" style="background-color: white; background-repeat: no-repeat; clear: both; font-family: "Palatino Linotype", "Book Antiqua", Palatino, serif; font-size: 14.6667px;">
<div class="m_-7810721069953624138gmail-title" id="m_-7810721069953624138gmail-p_3" style="color: #3893cc; font-family: helvetica, arial, sans-serif; font-size: 1.2em; font-weight: bold; margin: 20px 20px 10px;">
<span class="m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_3_word_1">Vocabulary</span></div>
<div class="m_-7810721069953624138gmail-content" id="m_-7810721069953624138gmail-content_p_3">
<div class="m_-7810721069953624138gmail-text" id="m_-7810721069953624138gmail-p_4" style="line-height: 25px; margin: 5px 40px 15px;">
<dfn class="m_-7810721069953624138gmail-vocab m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_4_word_1" style="color: #77a21a; font-style: normal; font-weight: bold;">rock</dfn><br />
<dfn class="m_-7810721069953624138gmail-vocab m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_4_word_2" style="color: #77a21a; font-style: normal; font-weight: bold;">grain</dfn><br />
<dfn class="m_-7810721069953624138gmail-vocab m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_4_word_3" style="color: #77a21a; font-style: normal; font-weight: bold;">texture</dfn><br />
<dfn class="m_-7810721069953624138gmail-vocab m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_4_word_4" style="color: #77a21a; font-style: normal; font-weight: bold;">magma</dfn><br />
<dfn class="m_-7810721069953624138gmail-vocab m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_4_word_5" style="color: #77a21a; font-style: normal; font-weight: bold;">lava</dfn><br />
<dfn class="m_-7810721069953624138gmail-vocab m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_4_word_6" style="color: #77a21a; font-style: normal; font-weight: bold;">sediment</dfn><br />
<dfn class="m_-7810721069953624138gmail-vocab m_-7810721069953624138ebook_word" id="m_-7810721069953624138gmail-p_4_word_7" style="color: #77a21a; font-style: normal; font-weight: bold;">rock cycle</dfn></div>
</div>
</div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<img class="CToWUd a6T" height="255" src="https://mail.google.com/mail/u/1/?ui=2&ik=a18e3dd7d0&view=fimg&th=163b42817909185d&attid=0.1&disp=emb&realattid=ii_jhtyhnat0_163b42754525dda8&attbid=ANGjdJ-ml8QVWkIs9GzA7yCOXYmPEVS_Q6O3sSoqTYJpnXPU6xIWOZ9IcG484amuxFAyCKnxEEJlSgpac26_Xd-quEOouryGIXhQ3CjiQg4rjkq1XJawR-QCKcerXmE&sz=w908-h510&ats=1527738725556&rm=163b42817909185d&zw&atsh=1" style="cursor: pointer; outline: 0px;" tabindex="0" width="454" /></div>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-79765173374746555312018-05-17T22:50:00.000-07:002018-05-17T22:50:12.823-07:00New year and new things--debate starts June 4 and June 6<div dir="ltr" style="text-align: left;" trbidi="on">
Debate 4-6 pm Monday and Wednesday<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script><script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-84435708301203864942018-05-10T19:08:00.003-07:002018-05-10T19:08:41.315-07:00new thingsany new things<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-67575097765403040702018-05-10T19:07:00.002-07:002018-05-10T19:07:44.107-07:00New school yearWelcome to PHS--hope you have a good time here<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-43485222652955270512018-04-18T00:18:00.000-07:002018-04-18T00:18:02.609-07:00school year 2017--News <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBZBPfqYuDbax30njD5NcCWdqw_OFoaqlVR68_jeDrJufIkrWl5spDmWspfOuGiqoyFl_iItUSpUBP14-Fi2FX_VKewUtb1ZBstL2GekM8TM0iFuyGcIh3JB6b-rJIz-w-lRkE-S2cZTs/s1600/29178046_10156916262072119_2786292321788720477_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="512" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBZBPfqYuDbax30njD5NcCWdqw_OFoaqlVR68_jeDrJufIkrWl5spDmWspfOuGiqoyFl_iItUSpUBP14-Fi2FX_VKewUtb1ZBstL2GekM8TM0iFuyGcIh3JB6b-rJIz-w-lRkE-S2cZTs/s200/29178046_10156916262072119_2786292321788720477_n.jpg" width="200" /></a></div>
Summer is the time to relax and get refreshed so Mr Gary went and played an ITF--International Tennis Federation tournament in Greta Farms, Pattaya. It was a Grade 3--the tournaments are graded 1-5 with 1 being the highest, grade 3 is middle. He won with his partner, Mr. Daniel.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhie8X6Xm_aZ0mQ-RnGeGm4jWPpqBkCXl8SP6E7HSx9Bjwe1XNA7iLc4hH6vUhEoVMEJe5T5PdG7BIzv0CY7hCZbomE6LUc1lFPwTRqIU-1LESZxDLaVqFMXhuT3sSxbZFbQHloKncNkrY/s1600/29597813_10156983761057119_2563646340378668344_n+%25281%2529.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhie8X6Xm_aZ0mQ-RnGeGm4jWPpqBkCXl8SP6E7HSx9Bjwe1XNA7iLc4hH6vUhEoVMEJe5T5PdG7BIzv0CY7hCZbomE6LUc1lFPwTRqIU-1LESZxDLaVqFMXhuT3sSxbZFbQHloKncNkrY/s320/29597813_10156983761057119_2563646340378668344_n+%25281%2529.jpg" width="240" /></a>This year we hope to play more tournaments and win. Mr. Gary will continue to do debate club along with Mr. Chad and Mr. LP. He will also teach M1 and M2 science this year, as of April 16. It may change. But looking forward to a new year of adventure.<br />
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-55759292663267159052017-05-28T20:03:00.001-07:002017-05-28T20:03:54.067-07:00New Year 2017 teaching M1 add math/m2 add sci<div dir="ltr" style="text-align: left;" trbidi="on">
A new year begins with classes in M1 Add Math and M2 Add Sci. I asked to teach M1 to get more debaters for next year, but this year our school has three sections of M1 and M2--thus after hiring more upper Bio and Chem teachers--The G has moved down to lower school.<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script><script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script><br />
<br />
ASDC high lights--a traditionally difficult tournament--with National teams from various countries--older kids also, we took<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjudWep52VCPmP5GRv1pFL9KpqALU1nUTI1JmGCsjvhWsTeRhyiUgtn-QzL4kEtU_chLu1nIbNmTRkgo9PBgUXIZCtwaL6Qm1XCJP56BtihlF0kHhWJE-lkZqDqa1BkS8IPYX7wPw9dzt4/s1600/18447319_1320362431381545_8323564868983894626_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjudWep52VCPmP5GRv1pFL9KpqALU1nUTI1JmGCsjvhWsTeRhyiUgtn-QzL4kEtU_chLu1nIbNmTRkgo9PBgUXIZCtwaL6Qm1XCJP56BtihlF0kHhWJE-lkZqDqa1BkS8IPYX7wPw9dzt4/s320/18447319_1320362431381545_8323564868983894626_n.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5U3gb_WmVdbjwxnkrkCDiewOzYcmj1yFQOlEMKjhWor7TjVM4KjkgA_AYEFpxHykkYJGS_7PN277elolD1HZlN8uxCwinfSNmkClryoX3SKieaY3i3kpOQNI-xcPR0NuklkO_DGjDJHg/s1600/18447571_1320362434714878_2793106503623261810_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5U3gb_WmVdbjwxnkrkCDiewOzYcmj1yFQOlEMKjhWor7TjVM4KjkgA_AYEFpxHykkYJGS_7PN277elolD1HZlN8uxCwinfSNmkClryoX3SKieaY3i3kpOQNI-xcPR0NuklkO_DGjDJHg/s320/18447571_1320362434714878_2793106503623261810_n.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_kIj5vPT8zjshxatsXivo14Ia43r3Mt84lDbgrEI-EpE9gNV8KZaYDuKroIvMiVfVor8BtDacFsOcA58YTseIEHyL_sNxhlFufFSE5UeLOfZliGknaQHGE3GTl7ErtqWlKPvx7ap1C5k/s1600/DSCN9258.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_kIj5vPT8zjshxatsXivo14Ia43r3Mt84lDbgrEI-EpE9gNV8KZaYDuKroIvMiVfVor8BtDacFsOcA58YTseIEHyL_sNxhlFufFSE5UeLOfZliGknaQHGE3GTl7ErtqWlKPvx7ap1C5k/s320/DSCN9258.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjuLaY52ZMfp-Y37l8ml4ANG2LTGud5JcVVcdXF9ZKiVkSjNlshu_oCjDAmX3we3KI-IS5ScrjGvHVn3WVVaGooQ25gkowVjrKO3qYAoV5qeKVzoeEVe1goa9I_azQCFUzaLObZfY1IdE/s1600/DSCN9392.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjuLaY52ZMfp-Y37l8ml4ANG2LTGud5JcVVcdXF9ZKiVkSjNlshu_oCjDAmX3we3KI-IS5ScrjGvHVn3WVVaGooQ25gkowVjrKO3qYAoV5qeKVzoeEVe1goa9I_azQCFUzaLObZfY1IdE/s320/DSCN9392.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRdHauuFDh3GAwgvqSd-BwzMPd-horLRrZ876UUdShXWZ9Tut3avWnsNpR1iiqg1DidA0xt6g0wxMFe9Pt12I2yUWWAMCmBa9nXU0yKy6vvDUjFGpXG0QGCrf9mqYQE_mhd45-nGobfzs/s1600/DSCN9483.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRdHauuFDh3GAwgvqSd-BwzMPd-horLRrZ876UUdShXWZ9Tut3avWnsNpR1iiqg1DidA0xt6g0wxMFe9Pt12I2yUWWAMCmBa9nXU0yKy6vvDUjFGpXG0QGCrf9mqYQE_mhd45-nGobfzs/s320/DSCN9483.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv6pcWFUka3PKJ0IyU71JiSRelQNIGH6F9u7S0-cctY1PaX6Jfy9a7TN-Z99gxA0MhxEnTQMb0vs1d3tpgElaQBpXJUemta0lOTkvm-6BbE0Spxh-ToyS5Uy_luhhR9YAcfFTpsaXbQ-o/s1600/DSCN9557.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv6pcWFUka3PKJ0IyU71JiSRelQNIGH6F9u7S0-cctY1PaX6Jfy9a7TN-Z99gxA0MhxEnTQMb0vs1d3tpgElaQBpXJUemta0lOTkvm-6BbE0Spxh-ToyS5Uy_luhhR9YAcfFTpsaXbQ-o/s320/DSCN9557.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0sG0A7lIdqqm9vNKgNflBSgtoPFpZLCRqjOl6ERk_c6xI69KBsaOPvrnbWt5dDgorpIZLxISGIbfk4b-18Xyykh0XTaQkBPFb08FbGV4QXhWbPkV6jzHHMlMchrv7qx4hyphenhyphen15sINrAv0o/s1600/DSCN9558.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0sG0A7lIdqqm9vNKgNflBSgtoPFpZLCRqjOl6ERk_c6xI69KBsaOPvrnbWt5dDgorpIZLxISGIbfk4b-18Xyykh0XTaQkBPFb08FbGV4QXhWbPkV6jzHHMlMchrv7qx4hyphenhyphen15sINrAv0o/s320/DSCN9558.JPG" width="320" /></a></div>
<span id="goog_1898057094"></span><span id="goog_1898057095"></span><br /></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-53334169449882123332017-02-11T08:09:00.001-08:002017-02-11T08:09:25.381-08:00Silom Team Tennis: G/Nok vs Wat/Ying pt 2 2017<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/8P-oE7-ojoQ" width="459"></iframe><br />
<br />
<script type="text/javascript"><!--google_ad_client = "ca-pub-9239500697458364";/* 125x125, created 7/5/10 */google_ad_slot = "8740192965";google_ad_width = 125;google_ad_height = 125;//--></script><script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript"></script>hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-78468084809547778272017-02-09T18:45:00.002-08:002017-02-09T18:45:23.092-08:00PHS M5 hw 2/10/17<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<div class="m_-5288350128725474020gmail-question m_-5288350128725474020gmail-question_type_short" id="m_-5288350128725474020gmail-2875019" style="color: black; font-family: "palatino linotype", "book antiqua", palatino, serif; font-size: 14.6667px; margin: 5px 40px 10px;">
<div class="m_-5288350128725474020gmail-text" id="m_-5288350128725474020gmail-b_2" style="line-height: 25px; margin: 5px 40px 15px;">
<span class="m_-5288350128725474020gmail-number" style="font-size: 1.2em; font-weight: bold;"><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_1">1</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_2">.</span> </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_3">The </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_4">concentration </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_5">of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_6">either<wbr></wbr> </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_7">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_8">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_9">+</span></sup> <span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_10">ion </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_11">or </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_12">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_13">OH</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_14">−</span></sup> <span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_15">ion </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_16">is </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_17"><wbr></wbr>given </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_18">for </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_19">four </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_20">aqueous </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_21">solutio<wbr></wbr>ns </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_22">at </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_23">298 </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_24">K</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_25">. </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_26">For </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_27">each </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_28">solution</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_29"><wbr></wbr>, </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_30">calculate</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_31"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_32">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_33">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_34">] </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_35">or</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_36"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_37">OH</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_38">−</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_39">]. </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_40">Sta<wbr></wbr>te </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_41">whether </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_42">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_43">solution </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_44">is </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_45">aci<wbr></wbr>dic</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_46">, </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_47">basic</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_48">, </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_49">or </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_50">neutral</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_2_word_51">.</span></div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_3" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_1">a</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_4">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_5">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_7">1</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_9">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_10"> × </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_11">10</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_12">−</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_3_word_13">13</span></sup><em>M</em></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_4" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_1">b</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_4">OH</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_5">−</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_7">1</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_9">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_10"> × </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_11">10</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_12">−</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_4_word_13">7</span></sup><em>M</em></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_5" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_1">c</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_4">OH</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_5">−</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_7">1</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_9">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_10"> × </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_11">10</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_12">−</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_5_word_13">3</span></sup><em>M</em></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_6" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_1">d</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_4">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_5">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_7">4</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_9">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_10"> × </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_11">10</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_12">−</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_6_word_13">5</span></sup><em>M</em></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
</div>
<div class="m_-5288350128725474020gmail-question m_-5288350128725474020gmail-question_type_essay" id="m_-5288350128725474020gmail-2875031" style="color: black; font-family: "palatino linotype", "book antiqua", palatino, serif; font-size: 14.6667px; margin: 5px 40px 10px;">
<div class="m_-5288350128725474020gmail-text" id="m_-5288350128725474020gmail-b_7" style="line-height: 25px; margin: 5px 40px 15px;">
<span class="m_-5288350128725474020gmail-number" style="font-size: 1.2em; font-weight: bold;"><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_1">2</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_2">.</span></span> <strong>Challenge</strong> <span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_4">Calculate </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_5">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_6">num<wbr></wbr>ber </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_7">of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_8">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_9">+</span></sup> <span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_10">ions </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_11">and </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_12">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_13">number </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_14"><wbr></wbr>of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_15">OH</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_16">−</span></sup> <span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_17">ions </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_18">in </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_19">300 </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_20">mL </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_21">of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_22">pure </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_23"><wbr></wbr>water </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_24">at </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_25">298 </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_26">K</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_7_word_27">.</span></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea></div>
</div>
<div class="m_-5288350128725474020gmail-question m_-5288350128725474020gmail-question_type_essay" id="m_-5288350128725474020gmail-2875031" style="background-color: white; font-family: "palatino linotype", "book antiqua", palatino, serif; font-size: 14.6667px; margin: 5px 40px 10px;">
<br /></div>
<div class="m_-5288350128725474020gmail-question m_-5288350128725474020gmail-question_type_essay" id="m_-5288350128725474020gmail-2875031" style="background-color: white; font-family: "palatino linotype", "book antiqua", palatino, serif; font-size: 14.6667px; margin: 5px 40px 10px;">
<img class="CToWUd" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEj7em_UpcWpi1kRHaDx5C4KYvymwrcO5lpwSW7UqhZ5LBkzredjDSMKDVgPs-4bwbuFHN34mC99Py6OBw1Quc0gtO-W621bsAOzJHtFiXqORDgf_C-7fjyv27-TJfyAjFzLKJ1vNYpCQwUVq-7AoCoaoGt1tU6vhJuBY6o0nANlMtLCA6b8CSlEGg5-DFHbnvlOFHb9oQ2MxxDxvdxEnIffbrmz35zCsmUfiCn6gcN3pfjY=s0-d-e1-ft" style="border: 0px; font-size: 14.6667px; vertical-align: middle;" /><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_1" style="font-size: 14.6667px;"> </span><strong style="font-size: 14.6667px;"><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_2">READING </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_3">CHECK</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_4" style="font-size: 14.6667px;"> </span><strong style="font-size: 14.6667px;">Explain</strong><span style="font-size: 14.6667px;"> </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_6" style="font-size: 14.6667px;">why </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_7" style="font-size: 14.6667px;">you </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_8" style="font-size: 14.6667px;">cannot </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_9" style="font-size: 14.6667px;">obtain </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_10" style="font-size: 14.6667px;"><wbr></wbr>the</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_11" style="font-size: 14.6667px;"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_12" style="font-size: 14.6667px;">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_13">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_14" style="font-size: 14.6667px;">] </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_15" style="font-size: 14.6667px;">directly </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_16" style="font-size: 14.6667px;">from </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_17" style="font-size: 14.6667px;">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_18" style="font-size: 14.6667px;">mol<wbr></wbr>arity </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_19" style="font-size: 14.6667px;">of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_20" style="font-size: 14.6667px;">a </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_21" style="font-size: 14.6667px;">weak </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_22" style="font-size: 14.6667px;">acid </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_23" style="font-size: 14.6667px;">solution</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_13_word_24" style="font-size: 14.6667px;">.</span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span class="m_-5288350128725474020ebook_word" style="font-family: "palatino linotype" , "book antiqua" , "palatino" , serif; font-size: 14.6667px;"><br /></span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span class="m_-5288350128725474020ebook_word" style="font-family: "palatino linotype" , "book antiqua" , "palatino" , serif; font-size: 14.6667px;"></span><br />
<div class="m_-5288350128725474020gmail-question m_-5288350128725474020gmail-question_type_numeric" id="m_-5288350128725474020gmail-2875145" style="color: black; font-size: 14.6667px; margin: 5px 40px 10px;">
<div class="m_-5288350128725474020gmail-text" id="m_-5288350128725474020gmail-b_15" style="line-height: 25px; margin: 5px 40px 15px;">
<span class="m_-5288350128725474020ebook_word" style="font-family: "palatino linotype" , "book antiqua" , "palatino" , serif; font-size: 14.6667px;"><span class="m_-5288350128725474020gmail-number" style="font-size: 1.2em; font-weight: bold;"><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_1">1</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_2">.</span> </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_3">Calculate </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_4">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_5">pH </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_6">of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_7">solutio<wbr></wbr>ns </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_8">having </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_9">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_10">following </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_11">ion </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_12">co<wbr></wbr>ncentrations </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_13">at </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_14">298 </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_15">K</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_15_word_16">.</span></span></div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_16" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<span class="m_-5288350128725474020ebook_word" style="font-family: "palatino linotype" , "book antiqua" , "palatino" , serif; font-size: 14.6667px;"><strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_1">a</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_4">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_5">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_7">1</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_9">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_10"> × </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_11">10</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_12">−</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_16_word_13">2</span></sup><em>M</em></span></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_17" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<span class="m_-5288350128725474020ebook_word" style="font-family: "palatino linotype" , "book antiqua" , "palatino" , serif; font-size: 14.6667px;"><strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_1">b</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_4">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_5">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_7">3</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_9">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_10"> × </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_11">10</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_12">−</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_17_word_13">6</span></sup><em>M</em></span></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
</div>
<span class="m_-5288350128725474020ebook_word" style="font-family: "palatino linotype" , "book antiqua" , "palatino" , serif; font-size: 14.6667px;">
<div class="m_-5288350128725474020gmail-question m_-5288350128725474020gmail-question_type_numeric" id="m_-5288350128725474020gmail-2875151" style="color: black; font-size: 14.6667px; margin: 5px 40px 10px;">
<div class="m_-5288350128725474020gmail-text" id="m_-5288350128725474020gmail-b_18" style="line-height: 25px; margin: 5px 40px 15px;">
<span class="m_-5288350128725474020gmail-number" style="font-size: 1.2em; font-weight: bold;"><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_1">2</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_2">.</span> </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_3">Calculate </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_4">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_5">pH </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_6">of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_7">aqueous<wbr></wbr> </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_8">solutions </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_9">with </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_10">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_11">following</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_12"> <wbr></wbr>[</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_13">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_14">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_15">] </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_16">at </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_17">298 </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_18">K</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_18_word_19">.</span></div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_19" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_1">a</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_4">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_5">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_7">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_19_word_9">0055</span><em>M</em></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
<div class="m_-5288350128725474020gmail-text m_-5288350128725474020gmail-sub_question" id="m_-5288350128725474020gmail-b_20" style="line-height: 25px; margin: 5px 40px 15px 30px; padding: 2px;">
<strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_1">b</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_2">.</span></strong><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_3"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_4">H</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_5">+</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_6">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_7">0</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_8">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_20_word_9">000084</span><em>M</em></div>
<textarea class="m_-5288350128725474020gmail-question_essay_input" style="font-family: arial, sans-serif; font-size: 14.6667px; margin: 10px 30px; width: 496px;"></textarea><br />
<div class="m_-5288350128725474020gmail-answer" style="color: #e50d30; font-style: italic; font-weight: bold; margin-left: 30px; padding: 2px;">
</div>
</div>
<div class="m_-5288350128725474020gmail-question m_-5288350128725474020gmail-question_type_numeric" id="m_-5288350128725474020gmail-2875157" style="color: black; font-size: 14.6667px; margin: 5px 40px 10px;">
<div class="m_-5288350128725474020gmail-text" id="m_-5288350128725474020gmail-b_21" style="line-height: 25px; margin: 5px 40px 15px;">
<span class="m_-5288350128725474020gmail-number" style="font-size: 1.2em; font-weight: bold;"><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_1">3</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_2">.</span></span> <strong>Challenge</strong> <span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_4">Calculate </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_5">the </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_6">pH </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_7"><wbr></wbr>of </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_8">a </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_9">solution </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_10">having</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_11"> [</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_12">OH</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_13">−</span></sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_14">] = </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_15">8</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_16">.</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_17">2</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_18"> × </span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_19">10</span><sup><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_20">−</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_21">6</span></sup><em><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_22">M</span><span class="m_-5288350128725474020ebook_word" id="m_-5288350128725474020gmail-b_21_word_23">.</span></em></div>
</div>
</span></div>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0tag:blogger.com,1999:blog-1572122606003283816.post-75468879724430009252016-07-20T18:57:00.000-07:002016-07-20T19:04:17.320-07:00sample Mr. Gary<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<script type="text/javascript"><!--
google_ad_client = "ca-pub-9239500697458364";
/* 125x125, created 7/5/10 */
google_ad_slot = "8740192965";
google_ad_width = 125;
google_ad_height = 125;
//-->
</script>
<script src="https://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript">
</script></div>
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/uqimOYOQjJ8" width="560"></iframe>
<br />
Find youtube video-- predator or prey or predator eating prey--nothing gross<br />
click share<br />
click embed<br />
ctrl C<br />
go to blogger<br />
click HTML<br />
Ctrl V<br />
post in sheets what your topic is<br />
<br />
discuss three adaptations--for example orcas are big, fast, and have teeth<br />
<br />
<br />
<br /></div>
</div>
hi10prohttp://www.blogger.com/profile/09240669306772778489noreply@blogger.com0