tag:blogger.com,1999:blog-49270692188841597492024-03-13T11:20:03.214-07:00Kindergarten Library LessonsMrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-4927069218884159749.post-29479987510988154982013-04-01T19:51:00.000-07:002013-04-07T21:03:44.115-07:00Learning about Caldecott Medals!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizz2J20RlzOX-7W9evMP5nOpKSZSV0gwaH8zcsrNV8GHaFqeBpR_veArzLwDdHGkngZeF5D0rsYxJox5YeVRqhj15XK1KY1_-HF1RMKOjbBblLUxNZVjUZmui3U9ornolJHFjQJ6qz9fw/s1600/caldecott+medals+of+2005.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizz2J20RlzOX-7W9evMP5nOpKSZSV0gwaH8zcsrNV8GHaFqeBpR_veArzLwDdHGkngZeF5D0rsYxJox5YeVRqhj15XK1KY1_-HF1RMKOjbBblLUxNZVjUZmui3U9ornolJHFjQJ6qz9fw/s640/caldecott+medals+of+2005.gif" width="218" /></a></div>
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We can understand how the pictures affect the story.<br />
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<b>Objectives Met:</b></div>
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TN LA</div>
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0101.7.1 Experience and respond to a variety of media (including book and illustrations).</div>
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0101.7.2 Visit libraries/media centers and regularly check out materials.</div>
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0101.7.3 Understand the main idea in a visual medium (e.g., pictures, cartoons, posters).<br />
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<b>HOT Questions:</b></div>
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What things get awards?</div>
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Have you ever gotten an award?</div>
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Is it hard to get one?</div>
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Would it be hard to decide who should get one if you were voting?</div>
Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-78087849603721292612012-04-22T21:01:00.000-07:002012-04-22T21:01:57.063-07:00Tall Tales and Stretching the Truth . . .<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyeyQXLgSMQS0-9rtgrtldQJ08yYDYBWJS7YeqIqYjtOU79lt3yg05R_wJALOmNecNU_PnPSwf-bO8O8iABH7ADfH4SkuePr8kVQdpALQrqWvd38SfkgHSzHJF6PcjET0VQUpAyTVtVeY/s1600/talltales.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyeyQXLgSMQS0-9rtgrtldQJ08yYDYBWJS7YeqIqYjtOU79lt3yg05R_wJALOmNecNU_PnPSwf-bO8O8iABH7ADfH4SkuePr8kVQdpALQrqWvd38SfkgHSzHJF6PcjET0VQUpAyTVtVeY/s320/talltales.png" width="320" /></a></div>
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<b>Tall Tales are . . .</b></div>
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Silly and obviously NOT true, but told as if they were.</div>
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Many of them started as stories about REAL people, but the story became <i>exaggerated</i>.</div>
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<b>Objectives Met:</b></div>
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1.2.4 Maintain a critical stance by questioning the validity and accuracy of all information.</div>
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4.3.2 Recognize that resources are created for a variety of purposes.</div>
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<b>HOT Questions:</b></div>
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What are some of the things that happen that CANNOT be true?</div>
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What are some of the things that <i>could </i>be true? </div>
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Have you ever heard a story that sounded only partly true?</div>
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What word did we learn?</div>
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<b>Links:</b></div>
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<a href="http://bkflix.grolier.com/pb/node-32745" target="_blank">http://bkflix.grolier.com/pb/node-32745</a> </div>
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<b>Materials:</b></div>
<span style="font-family: Arial,Helvetica,sans-serif;">Tall Tale drawing sheet</span>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-8001744733464244312012-04-15T23:17:00.001-07:002012-04-15T23:18:42.150-07:00Celebrate Earth Day!<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPtIZKACmYywQO-gm7zDpPXuVqkNXwkdfuzJJ-iUwVvsgoZtXG6YosfXiCmO5qqqwXAa4MDkg_6UWfbJh38oZ3RC8xiB2KKYJzPKV67nbx0EOT_yYfTj1u2TTvEFLmw8e8Xk6v9MqHKMA/s1600/WeAreExtremelyGoodRecyclersCharlie&Lola.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPtIZKACmYywQO-gm7zDpPXuVqkNXwkdfuzJJ-iUwVvsgoZtXG6YosfXiCmO5qqqwXAa4MDkg_6UWfbJh38oZ3RC8xiB2KKYJzPKV67nbx0EOT_yYfTj1u2TTvEFLmw8e8Xk6v9MqHKMA/s1600/WeAreExtremelyGoodRecyclersCharlie&Lola.jpg" /></a></div>
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<i><b><span style="font-size: small;"><span id="btAsinTitle">We Are Extremely Very Good Recyclers</span></span></b></i></div>
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<span style="font-size: small;"><span id="btAsinTitle">by Lauren Child</span></span></div>
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<b><span style="font-size: small;"><span id="btAsinTitle">Objectives Met:</span></span></b></div>
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<span style="font-size: small;"><span id="btAsinTitle">2.3.1 Connect understanding to the real world.</span></span></div>
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<span style="font-size: small;"><span id="btAsinTitle">3.1.5 Connect learning to community issues. </span></span></div>
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<b><span style="font-size: small;"><span id="btAsinTitle">Links:</span></span></b></div>
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<a href="http://www.charlieandlola.com/planet/planet-game.html"><span style="font-size: small;"><span id="btAsinTitle">http://www.charlieandlola.com/planet/planet-game.html</span></span></a></div>
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<span style="font-size: small;"><span id="btAsinTitle"><span style="font-family: Arial,Helvetica,sans-serif;"><b>HOT Questions:</b> </span></span></span><br />
<span style="font-size: small;"><span id="btAsinTitle"><span style="font-family: Arial,Helvetica,sans-serif;">What does Charlie tell Lola about trash?</span></span></span><br />
<span style="font-size: small;"><span id="btAsinTitle"><span style="font-family: Arial,Helvetica,sans-serif;">Why is it important to recycle?</span></span></span><br />
<span style="font-size: small;"><span id="btAsinTitle"><span style="font-family: Arial,Helvetica,sans-serif;">What else can we do to have less trash?</span></span></span>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-44356200230384347272012-03-18T21:13:00.002-07:002012-03-18T21:13:36.851-07:00Drawing the Pigeon!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxID_f5yPDLipclfwmODPn9Kt0xTl9annZhzas0AWEes9Qv8VvNfcUNxQIqFnKZFBpGZC-DwsOjFID9DeTNw9ibGh14ZiDb3o_ezLTjt5IG_nm-aQudwWfBL1e9Xt0g0CxC9idZW3fsyA/s1600/pigeon.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxID_f5yPDLipclfwmODPn9Kt0xTl9annZhzas0AWEes9Qv8VvNfcUNxQIqFnKZFBpGZC-DwsOjFID9DeTNw9ibGh14ZiDb3o_ezLTjt5IG_nm-aQudwWfBL1e9Xt0g0CxC9idZW3fsyA/s320/pigeon.jpg" width="317" /></a></div>
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<span style="font-size: large;"><i><b>Don't Let the Pigeon . . .</b></i></span></div>
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<span style="font-size: large;">by Mo Willems </span></div>
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<b>AASL Standard</b></div>
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4.1.8 Use creative and artistic formats to express personal learning. </div>
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<b>HOT Questions:</b><br />
What things could the pigeon want to do?<br />
What things on the front cover fit the story?<br />
Why should the front cover tell you about the story inside? </div>
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<b>Materials Needed:</b></div>
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Drawing paper or Pigeon Cover<br />drawing sheet from <a href="http://www.pigeonpresents.com/activities/pigeon_draw01.pdf" target="_blank">http://www.pigeonpresents.com/activities/pigeon_draw01.pdf </a> </div>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-40583031922225958382012-02-20T19:29:00.002-08:002012-02-20T19:29:39.971-08:00Duck for President!<a href="data:image/png;base64,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" 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width="249" /></a><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;">Celebrating the Office of the President!</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
What do we think about when we think of Presidents? <br />
</div>
<div style="font-family: Arial,Helvetica,sans-serif;">
What makes a good president?</div>
<span style="font-family: Arial,Helvetica,sans-serif;">What would YOU do if you were president?</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">How does someone get to be President?</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Why would they run? </span><br />
<br />
<b><span style="font-family: Arial,Helvetica,sans-serif;">Book:</span></b><br />
<b><i><span style="font-family: Arial,Helvetica,sans-serif;">Duck for President</span></i></b><br />
<span style="font-family: Arial,Helvetica,sans-serif;">by Doreen Cronin</span><br />
<br />
<b><span style="font-family: Arial,Helvetica,sans-serif;">Objectives Met:</span></b><br />
<span style="font-family: Arial,Helvetica,sans-serif;">2.3.1 Connect understanding to the real world.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">3.1.5 Connect learning to community issues.</span><div style="clear: right; float: right; font-family: Arial,Helvetica,sans-serif; margin-bottom: 1em; margin-left: 1em;">
</div>
<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<b>Link:</b></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<a href="http://bkflix.grolier.com/p/node-32744/bk0029pr">http://bkflix.grolier.com/p/node-32744/bk0029pr</a></div>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-90568417581959609242012-02-05T18:24:00.000-08:002012-02-05T18:24:04.639-08:00Nonfiction and Fiction Frogs<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl6-wmjO7Gbq4jn4SVlfwA5gaJap8pyHyzuU-qet5r2PIj2jYVgfkGV85oag5XFAunoUIwnosz_ZtPqxNTlLcRUx_l1rj9FzZQUtG34BuM0NVRwRcbDdx22uF_DrJPP-Lt4Ze-eKjx2ZM/s1600/nf-frogs.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl6-wmjO7Gbq4jn4SVlfwA5gaJap8pyHyzuU-qet5r2PIj2jYVgfkGV85oag5XFAunoUIwnosz_ZtPqxNTlLcRUx_l1rj9FzZQUtG34BuM0NVRwRcbDdx22uF_DrJPP-Lt4Ze-eKjx2ZM/s320/nf-frogs.jpg" width="320" /></a></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<i><b>Froggy's First Kiss </b></i> </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
by Johnathan London </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b>Objectives Met:</b></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
AASL Standards <br />2.1.2 Organize knowledge so that it is useful.<br />2.1.3 Use strategies to draw conclusions from information and apply knowledge to curricular areas, real-world situations, and further investigations.<br />4.1.6 Organize personal knowledge in a way that can be called upon easily. </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b>HOT Questions:</b><br />Which of these stories is a made up story?<br />Which story gives us information or facts about real frogs?<br />Which story made you laugh?<br />Which story made you think? </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b>Materials needed:</b></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
Nonfiction/Fiction Color Sheet </div>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-13482405312047444462012-02-03T01:42:00.000-08:002012-02-03T01:42:51.787-08:00ELMER, the Patchwork Elephant<div style="font-family: Arial,Helvetica,sans-serif;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicD7biHUzA6Q87ft6szsTDqluPPdNlNAVpoUD-NyCIsy48FFr4ls-sxxTWWte8pCXKWBVGfYuZHaaMFmfLN5uQjYNfJVmE_7wcGDR4Kx-F1FHuyCQlG7sqVl9JCZtbLZr6F8kNGOH0WLY/s1600/elmer-cover.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicD7biHUzA6Q87ft6szsTDqluPPdNlNAVpoUD-NyCIsy48FFr4ls-sxxTWWte8pCXKWBVGfYuZHaaMFmfLN5uQjYNfJVmE_7wcGDR4Kx-F1FHuyCQlG7sqVl9JCZtbLZr6F8kNGOH0WLY/s1600/elmer-cover.jpg" /></a></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<span style="mso-ignore: vglayout; position: relative; z-index: -1;"><span style="height: 107px; left: 490px; position: absolute; top: -40px; width: 93px;"><img height="107" src="file:///C:/Users/deapeach/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" width="93" /></span></span><span style="mso-ignore: vglayout; position: relative; z-index: -2;"><span style="height: 107px; left: 387px; position: absolute; top: -40px; width: 91px;"><img height="107" src="file:///C:/Users/deapeach/AppData/Local/Temp/msohtmlclip1/01/clip_image004.jpg" width="91" /></span></span><span style="font-size: 12pt;"> <b><i>Elmer</i> by David McKee and</b></span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<span style="font-size: 12pt;"><b> <i style="mso-bidi-font-style: normal;">Elmer<span style="mso-bidi-font-style: italic;"> Again</span></i> by
David McKee</b></span></div>
<br /><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<b><span style="font-size: 12pt;">OVERVIEW</span></b><span style="font-size: 12pt;">:<span style="mso-spacerun: yes;"> </span>Elmer is a
colorful patchwork elephant that creates excitement for the other, more
traditional elephants, but he does not like being different.<span style="mso-spacerun: yes;"> </span>After Elmer disguises his colors, he realizes
that he cannot suppress his inner self and is honored for playing a wonderful
trick on the elephants.<span style="mso-spacerun: yes;"> </span>As a
celebration, the elephants paint themselves colors to honor him.<span style="mso-spacerun: yes;"> </span>In <i style="mso-bidi-font-style: normal;">Elmer</i>
<i style="mso-bidi-font-style: normal;">Again</i>, Elmer becomes bored of his
‘Elmer Day’ costume of grey and wants to surprise his elephant friends
again.<span style="mso-spacerun: yes;"> </span>He solicits his friends help to
pull off another great trick of gigantic proportions.</span></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<b><span style="font-size: 12pt;">CURRICULUM FRAMEWORKS:</span></b><span style="font-size: 12pt;"> <br />
<b style="mso-bidi-font-weight: normal;">Reading:<span style="mso-spacerun: yes;">
</span>Grade K</b> </span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt;">Content Standard: 1.0</span></i></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 12pt;">The student will develop the
reading and listening skills necessary for word recognition, comprehension,
interpretation, analysis, evaluation, and appreciation of print and non-print
text.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt;">Learning Expectations:</span></i></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 12pt;">1.01 Develop oral language.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 12pt;">1.02 Develop listening skills.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 12pt;">1.08 Develop and use pre-reading
strategies.</span></div>
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<span style="font-size: 12pt;">1.09 Use active comprehension
strategies to derive meaning while reading and check for </span></div>
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<span style="font-size: 12pt;">understanding after reading.</span><span style="font-size: 12pt;"></span></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">English/Language Arts:<span style="mso-spacerun: yes;">
</span>Grade K </span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt;">Content Standard: 5.0<span style="mso-spacerun: yes;"> </span>Logic</span></i><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt;"></span></i></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 11.5pt;">GLE
0001.5.1 </span><span style="font-size: 11.5pt;">Develop
an understanding of sequential events.</span></div>
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<span style="font-size: 11.5pt;">GLE
0001.5.2 </span><span style="font-size: 11.5pt;">Recognize
the relationship of actions and consequences.</span><span style="font-size: 12pt;"></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Math:<span style="mso-spacerun: yes;"> </span>Grade K</span></b></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt;">Content Standard: 3.0 Algebra</span></i></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin: 0in 0in 0.0001pt 81pt; text-indent: -81pt;">
<span style="color: black; font-size: 11.5pt;">GLE 0006.3.1 Identify,
duplicate, and extend simple number patterns and sequential and growing
patterns. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin: 0in 0in 0.0001pt 81pt; text-indent: -81pt;">
<span style="color: black; font-size: 11.5pt;">GLE 0006.3.2 Recognize
attributes (such as color, shape, size) and patterns (such as repeated pairs, bilateral
symmetry). </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin: 0in 0in 0.0001pt 81pt; text-indent: -81pt;">
<span style="color: black; font-size: 11.5pt;">GLE 0006.3.3 Describe
qualitative change. </span></div>
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<span style="color: black; font-size: 11.5pt;">GLE 0006.3.4 Sort,
order and classify objects by attribute and identify objects that do not belong
in a </span></div>
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<span style="color: black; font-size: 11.5pt;">particular group. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<span style="color: black; font-size: 11.5pt;">GLE 0006.3.5 Describe
change in attributes according to qualitative criteria such as longer/shorter,
colder/warmer, heavier/lighter. </span></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt;">Content Standard: 4.0 Geometry & Measurement</span></i></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<span style="color: black; font-size: 11.5pt;">GLE 0006.4.3 Compare and order measurable attributes of objects
directly (by comparing them with each other) and indirectly (by comparing both
with a third object). </span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 12pt;">OBJECTIVE(s):</span></b><span style="font-size: 12pt;"> </span></div>
<ul style="font-family: Arial,Helvetica,sans-serif;" type="disc"><ul type="circle">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will be able to empathize with main
characters</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will identify differences in characters in
the story </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will predict story elements during the story</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will be able to retell the story (as group)
using Storyboard</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will describe, compare and contrast elephant
shapes using mathematical language</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will identify opposites in language patterns</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will match shapes to elephants or varying
sizes</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will evaluate ability to retell the story</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will share predictions of story events in
story continuation</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Learners will explain the plot to the specialist and
group</span></li>
</ul>
</ul>
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<span style="height: 167px; margin-left: 437px; margin-top: 20px; mso-ignore: vglayout; position: absolute; width: 209px; z-index: -3;"><img height="167" src="file:///C:/Users/deapeach/AppData/Local/Temp/msohtmlclip1/01/clip_image006.jpg" width="209" /></span><b><span style="font-size: 13.5pt;">RESOURCES
AND MATERIALS:</span></b></div>
<ul style="font-family: Arial,Helvetica,sans-serif;" type="disc"><ul type="circle">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">A copy of <i>Elmer</i> by David McKee </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">A copy of<i style="mso-bidi-font-style: normal;"> Elme<span style="mso-bidi-font-style: italic;">r Again</span></i> by David McKee</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Velcro Board</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">A set of Elmer</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Copies of blank Elmer coloring page with gridlines</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Crayons</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">Table setting for coloring/creating time</span></li>
</ul>
</ul>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 12pt;">SET:</span></b><span style="font-size: 12pt;"> <span style="mso-spacerun: yes;"> </span>We see lots of
differences around us.<span style="mso-spacerun: yes;"> </span>Some people <i style="mso-bidi-font-style: normal;">look</i> different and all of us may <i style="mso-bidi-font-style: normal;">feel</i> different at times.<span style="mso-spacerun: yes;"> </span>While it can sometimes make us feel awkward
or even sad, differences are what make us special and help us have fun with
friends.<span style="mso-spacerun: yes;"> </span>This is a story about an
elephant that looks and feels different and is <i style="mso-bidi-font-style: normal;">very</i> special to his friends<b>.</b></span></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 12pt;"><br /></span></b></div>
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<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 12pt;">ACTIVITIES & PROCEDURES:</span></b><span style="font-size: 12pt;"> </span></div>
<ul style="font-family: Arial,Helvetica,sans-serif;" type="disc"><ul type="circle">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">TSW discuss what it means to feel different to promote
discussion and empathy</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">TLW listen and interact with story of <i style="mso-bidi-font-style: normal;">Elmer</i> by David McKee</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">TSW lead group retelling by placing pieces of
storytelling kit on Velcro board</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">TLW identify and discuss opposites pattern in elephant
shapes</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">TLW match color shapes to elephants</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">TLW predict and decipher events in sequel, <i style="mso-bidi-font-style: normal;">Elmer Again</i> by David McKee</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in;"><span style="font-size: 12pt;">TLW create own colorful version of elephant based on
books’ illustrations</span></li>
</ul>
</ul>
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<br /></div>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-77000978635712245052012-01-16T21:41:00.000-08:002012-01-16T21:49:04.238-08:00Amazing Grace--Commitment<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLi6atBB4qC-PLpatqTcPctu8eO4M-dU4HAKlH6Kc_G8sLgugXv4T0aWr0xue0Ic0G7pD1iCgeEAp8ujXOH5u4PY6ClRLUtnsmIbaAVKTxl_qiQKTgcEveAX3txXeKGmaKt3onBV1_03c/s1600/amazin+grace.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLi6atBB4qC-PLpatqTcPctu8eO4M-dU4HAKlH6Kc_G8sLgugXv4T0aWr0xue0Ic0G7pD1iCgeEAp8ujXOH5u4PY6ClRLUtnsmIbaAVKTxl_qiQKTgcEveAX3txXeKGmaKt3onBV1_03c/s320/amazin+grace.jpg" width="246" /></a></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<i><b><span style="font-size: large;">Amazing Grace </span></b></i></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: large;">by Mary Hoffman </span><b><span style="font-size: large;"> </span></b> </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b>Our Standards: </b></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
3.1.3 Use writing and speaking skills to communicate new understandings effectively. <br />
3.1.5 Connect learning to community issues. <br />
4.1.5 Connect ideas to own interests and previous understanding and experience. </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b>HOT Questions:</b></div>
What stories do we see Grace act out?<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
Do you like to act out stories?<br />
Why does a classmate tell Grace that she cannot be Peter Pan?<br />
Why does this make her mother angry?<br />
Is her Nana angry?<br />
What does her Nana tell her?<br />
Why would Nana take Grace to the ballet? </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyBGVK-C4TpEefJRoudj7nPIBJHtx6jiz5qsmr6h8zXZc5ALF76kUIwrvQ_xf7L37FchjcOZbh8ur_a4J5V-w3jynsFTon2jOwq_mBM2KwQWZuqz-y0uXZiTMgaXI9Xi1YqSIANJJoiFE/s1600/8key-commitment-s.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="97" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyBGVK-C4TpEefJRoudj7nPIBJHtx6jiz5qsmr6h8zXZc5ALF76kUIwrvQ_xf7L37FchjcOZbh8ur_a4J5V-w3jynsFTon2jOwq_mBM2KwQWZuqz-y0uXZiTMgaXI9Xi1YqSIANJJoiFE/s200/8key-commitment-s.png" width="200" /></a> </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
What Key of Excellence is this month? </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b>Materials Needed: </b></div>
<span style="font-family: Arial,Helvetica,sans-serif;">Amazing Grace Writing and drawing sheet</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Link to <a href="http://bkflix.grolier.com/">http://bkflix.grolier.com/</a></span><br />
<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
</div>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-59951317983505730562011-12-05T00:01:00.001-08:002011-12-05T00:05:06.967-08:00Dog's Colorful Day<br />
<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgGrfWm6Bx5gLFKMOLOo0axgF3McqlofuPFFFWnYNdEJoO92BECONZWhc6PqkbhUNsoBVESbxdNhDxUE9VEV07O0yzZ9LE65nMaskqGWuAAW9fKI_D5Oog4hBMS_nBUIasbgHLHB2uLk8/s1600/dogs+colorful+day.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgGrfWm6Bx5gLFKMOLOo0axgF3McqlofuPFFFWnYNdEJoO92BECONZWhc6PqkbhUNsoBVESbxdNhDxUE9VEV07O0yzZ9LE65nMaskqGWuAAW9fKI_D5Oog4hBMS_nBUIasbgHLHB2uLk8/s320/dogs+colorful+day.jpg" width="256" /></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;">12/5/2011 </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><i><b>Dog's Colorful Day </b></i></span> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Ellen Dodd </span><br />
<br />
<b><span style="font-family: Arial,Helvetica,sans-serif;">Our Standards</span></b><br />
<span style="font-family: Arial,Helvetica,sans-serif;">2.2.4 Show that you can complete a project to express learning. </span><br />
<br />
<b><span style="font-family: Arial,Helvetica,sans-serif;">HOT Questions</span></b><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><span style="font-family: Arial,Helvetica,sans-serif;">What color is dog when he begins his day?</span><br style="font-family: Arial,Helvetica,sans-serif;" />
<span style="font-family: Arial,Helvetica,sans-serif;">How does he get messy?</span><br style="font-family: Arial,Helvetica,sans-serif;" />
<span style="font-family: Arial,Helvetica,sans-serif;">Have you ever gotten messy, was it fun?</span><br style="font-family: Arial,Helvetica,sans-serif;" />
<span style="font-family: Arial,Helvetica,sans-serif;">What were some of the colors that he got on his fur coat? </span> <br />
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" 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" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Link:</b> http://www.makinglearningfun.com/themepages/DogsColorWordAssessment.htm </span> Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-5597417872505917272011-10-24T02:58:00.000-07:002011-10-24T20:52:15.298-07:00Skeleton Friends<div style="font-family: Arial,Helvetica,sans-serif;">
10/24/2011 </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxIv92yRlvC8BqUIKSesgVbWi2XOhvxPC8U1_mLPPoJszGMcI88ebOR0rUh1hzC2nTc11f2nVouDXEYzAMjxwkqg_3Yzgj012kj-VhKl2AmjkWpvVXPKDNGjRfAC5A0UxVkZwM9hNVUVY/s1600/boogie-bones.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxIv92yRlvC8BqUIKSesgVbWi2XOhvxPC8U1_mLPPoJszGMcI88ebOR0rUh1hzC2nTc11f2nVouDXEYzAMjxwkqg_3Yzgj012kj-VhKl2AmjkWpvVXPKDNGjRfAC5A0UxVkZwM9hNVUVY/s200/boogie-bones.jpg" width="200" /></a><br />
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<b><i>Boogie Bones</i> & <i>Skeleton Hiccups </i> </b></div>
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<b>Elizabeth Laredo & Margery Cuyler</b></div>
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<b>Our Standards </b></div>
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4.1.1 Read, view, and listen for pleasure and personal growth. <br />
4.1.2 Read many different works to make connections with yourself, the world, and what you've read before. <br />
4.4.4 Interpret new information based on cultural and social context.</div>
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<b>Websites</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBxI9-uPwyi8ccVNbETBprT1FRZADcMrIdLELoNOa1lhHIaBwL9_8TFu_MT3jtJsAH9Dtt1ySzu8mLSnYeiiclJb5yBfIl4ZXcG12o0N6m9s6SzS5uVAiIMKmTv7w6RHTgnqeZ0_kKuUg/s1600/skeltonhiccups.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBxI9-uPwyi8ccVNbETBprT1FRZADcMrIdLELoNOa1lhHIaBwL9_8TFu_MT3jtJsAH9Dtt1ySzu8mLSnYeiiclJb5yBfIl4ZXcG12o0N6m9s6SzS5uVAiIMKmTv7w6RHTgnqeZ0_kKuUg/s1600/skeltonhiccups.jpg" /></a></div>
http://farm7.static.flickr.com/6212/6257109513_75e06a820b.jpg</div>
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<b>HOT Questions </b></div>
<br /> Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-6579968211178983172011-10-16T19:49:00.000-07:002011-10-17T06:32:20.576-07:00Javelinas, Pigs and the Number 3<div style="font-family: Arial,Helvetica,sans-serif;">
10/17/2011 </div>
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<b>The Three Little Pigs</b></div>
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<b>The Three Little Javelinas</b></div>
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<b>by Susan Lowell </b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGRyhN2vpIuf3ysqPbpStLqsJg3OBEZgmjCTsaT2iU_-YI9OHCGwRzH6gz5cl72OZCH2oJMh4YkqMnG1krqHo41or9pKhSWImfnD02kORJz88y86LJJWTcYhHD6LwrjS0PzM_DtQ5ANUM/s1600/javelinas" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGRyhN2vpIuf3ysqPbpStLqsJg3OBEZgmjCTsaT2iU_-YI9OHCGwRzH6gz5cl72OZCH2oJMh4YkqMnG1krqHo41or9pKhSWImfnD02kORJz88y86LJJWTcYhHD6LwrjS0PzM_DtQ5ANUM/s320/javelinas" width="320" /></a></div>
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<div style="font-family: Arial,Helvetica,sans-serif;">
<b>Our Standards</b></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
AASL 4.1.2 Read many different works to make connections with yourself, the world, and what you've read before. <br />
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TN LA Checks for Understanding<br />
0001.2.9 Retell a story, describing the plot, characters, and setting.<br />
0001.8.3 Figure out what will happen next in the story.<br />
0001.8.6 Identify the characters, setting, and events of a story.</div>
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<b>Materials we'll need</b></div>
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Felt Storyboard of Three Little Pigs<br />
Three Little Javelinas</div>
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<b>HOT Questions</b></div>
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What story does the Three Little Javelinas remind you of?<br />
What things are the same?<br />
Which things are different?<br />
What number is in these stories?<br />
Can anyone think of other fairy tales that we know that also have the number 3? </div>
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<b>Objectives Met </b></div>
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AASL 4.1.2 Read widely and fluently to make connections with self, the world, and previous reading. <br />
<br />
TN LA Checks for Understanding<br />
0001.2.9 Retell a story, describing the plot, characters, and setting.<br />
0001.8.3 Make predictions about text.<br />
0001.8.6 Identify the characters, setting, and events of a story.</div>
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</div>Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-47585463123444852942011-10-02T22:23:00.000-07:002011-10-02T22:25:23.815-07:00Monsters!10/03/2011<br />
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<i>Where the Wild Things Are</i> &<i> The Gruffalo</i><br />
Maurice Sendak & Julia Donaldson<i> </i><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbXU2zAo7AGEF_NGQO6rqB6FkXVLnuXx_cp5JzjT8upbALBMB0tEae3Real_OEF1HAvAVD_fqeRwwcLHpL8HM3cB3Pl8Bg4NrudQIPe4mi28WiiObdYrkCioAqbGWPImg62c4sNVFkutc/s1600/Monsterbooks+for+class.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbXU2zAo7AGEF_NGQO6rqB6FkXVLnuXx_cp5JzjT8upbALBMB0tEae3Real_OEF1HAvAVD_fqeRwwcLHpL8HM3cB3Pl8Bg4NrudQIPe4mi28WiiObdYrkCioAqbGWPImg62c4sNVFkutc/s320/Monsterbooks+for+class.jpg" width="320" /></a><i></i> <br />
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<b>Our Standards</b><br />
4.1.1 Read, view, and listen for pleasure and personal growth. <br />
4.1.2 Read many different works to make connections with yourself, the world, and what you've read before. <br />
4.1.8 Create something that shows something you learned. <br />
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<b>Objectives Met</b><br />
4.1.1 Read, view, and listen for pleasure and personal growth. <br />
4.1.2 Read widely and fluently to make connections with self, the world, and previous reading. <br />
4.1.8 Use creative and artistic formats to express personal learning.<br />
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<b>HOT Questions</b><br />
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Why is Max's dinner still warm?<br />
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<b>HOT Questions</b><br />
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Why does Mouse want to get away from the animals?<br />
How did Mouse trick the animals?<br />
When Mouse meets the Gruffalo, what does he tell him about himself?<br />
Why does the Gruffalo think all of the animals are afraid of Mouse?<br />
What does this story tell us is important?<br />
Who wins, the smart character or the strong & scary character?" Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-40804597477262897892011-09-25T21:34:00.000-07:002011-09-25T21:34:05.984-07:009/26/2011 <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA7Gm5gPYisGmxbrk3uYHGlacLv0Po53FmQZHVlbX2dKpQKUX_8-Uog8JXtK0_EddTrVBhLQ_TwvNCfyD-W8r6lDmUY4yxaac5IxR56s7SENIq0FiSSkNnVGKc-fSoHYqojy5tUYOeX5I/s1600/charlielola.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA7Gm5gPYisGmxbrk3uYHGlacLv0Po53FmQZHVlbX2dKpQKUX_8-Uog8JXtK0_EddTrVBhLQ_TwvNCfyD-W8r6lDmUY4yxaac5IxR56s7SENIq0FiSSkNnVGKc-fSoHYqojy5tUYOeX5I/s200/charlielola.jpg" width="180" /></a></div>
<b>But Excuse Me That is MY Book </b> <br />
Lauren Child <br />
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Our Standards<br />
1.1.6 Read, view, and listen any kind of information to understand new things.<br />1.2.2 Select resources and information independently and with confidence. <br />1.4.4 Seek appropriate help when it is needed.<br />2.2.1 Demonstrate flexibility in the using resources and finding new resources when needed to solve the problem or question. <br />2.3.1 Connect understanding to the real world.<br />4.1.1 Read, view, and listen for pleasure and personal growth. <br />4.1.2 Read many different works to make connections with self, the world, and previous reading. <br />4.1.3 Respond to literature and creative expressions of ideas in many different formats and genres. <br />4.1.4 Seek information for personal learning in a many different of formats and genres. <br />4.1.5 Connect ideas to own interests and previous understanding and experience. <br />4.2.4 Show an appreciation for literature by choosing to read for pleasure and expressing an interest in many genres.<br />
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Objectives Met<br />
1.1.6 Read, view, and listen for information presented in any format (e.g., textual, visual, media, digital) in order to make inferences and gather meaning. <br />
1.2.2 Demonstrate confidence and self- direction by making independent choices in the selection of resources and information.<br />1.4.4 Seek appropriate help when it is needed.<br />2.2.1 Demonstrate flexibility in the use of resources by adapting information strategies to each specific resource and by seeking additional resources when clear conclusions cannot be drawn. <br />2.3.1 Connect understanding to the real world.<br />4.1.1 Read, view, and listen for pleasure and personal growth. <br />4.1.2 Read widely and fluently to make connections with self, the world, and previous reading. <br />4.1.3 Respond to literature and creative expressions of ideas in various formats and genres. <br />4.1.4 Seek information for personal learning in a variety of formats and genres. <br />4.1.5 Connect ideas to own interests and previous knowledge and experience.<br />4.2.4 Show an appreciation for literature by electing to read for pleasure and expressing an interest in various literary genres. <br /><br />HOT Questions<br />
Why does Lola get upset at the library?<br />How does Charlie try to help?<br />What would YOU do to help Lola?<br />What things does Lola want in a book?<br />What things do you like in a book?<br />Is it hard to find all the things you like in ONE book?<br />What will you do if the book you are looking for is not in the library?<br />Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0tag:blogger.com,1999:blog-4927069218884159749.post-89663853959561534332011-09-22T10:11:00.000-07:002011-09-22T12:40:13.078-07:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx4-ABiQfJGSwuqARDhjKn8n2vZvBsyNUQJ9NsRKOfYv0SfdDN1p_qLla0lRNb9gL5cUA5Nbu6DmXjoBD-h506txPkT3LOj3s7h3EmtQ1I2YrvK7WsD9PNvzzLfx3f32A5nnaS_nN3rsM/s1600/how_i_became_a_pirate.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx4-ABiQfJGSwuqARDhjKn8n2vZvBsyNUQJ9NsRKOfYv0SfdDN1p_qLla0lRNb9gL5cUA5Nbu6DmXjoBD-h506txPkT3LOj3s7h3EmtQ1I2YrvK7WsD9PNvzzLfx3f32A5nnaS_nN3rsM/s200/how_i_became_a_pirate.jpg" width="162" /></a></div>
9/19/2011<br />
How I Became a Pirate <br />
Melinda Long <br />
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Standards Met: <br />
AASL 1.1.2 Use what we know to help us learn something new<br />
AASL 1.1.6 Read, view, and listen any kind of information to understand new things.<br />
AASL 2.2.4 Show new learning through craft or activity.<br />
AASL 4.1.1 Read, view, and listen for pleasure and personal growth.<br />
AASL 4.1.2 Read widely and fluently to make connections with self, the world, and previous reading.<br />
AASL 4.1.8 Use creative and artistic formats to express personal learning.<br />
AASL 1.1.2 Use prior and background knowledge as context for new learning.<br />
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Materials:<br />
Color sheets<br />
How I Became a Pirate book<br />
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Objectives:<br />
AASL 1.1.6 Read, view, and listen for information presented in any format (e.g., textual, visual, media, digital) in order to make inferences and gather meaning.<br />
AASL 1.2.3 Demonstrate creativity by using multiple resources and formats.<br />
AASL 2.2.4 Demonstrate personal productivity by completing products to express learning.<br />
AASL 4.1.1 Read, view, and listen for pleasure and personal growth.<br />
AASL 4.1.2 Read widely and fluently to make connections with self, the world, and previous reading.<br />
AASL 4.1.8 Use creative and artistic formats to express personal learning.<br />
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GLE 0001.2.1 Develop critical listening skills essential for comprehension, problem solving, and task completion.<br />
GLE 0001.2.1 Develop critical listening skills essential for comprehension, problem solving, and task completion.<br />
GLE 0001.8.1 Explore and experience various literary genres.<br />
GLE 0001.8.2 Employ a variety of basic reading comprehension strategies.<br />
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Helpful Websites:<br />
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http://www.teachingideas.co.uk/themes/pirates/<br />
http://dulemba.com/Blogstuff/ColoringPageTuesdays/PiratePoetry-big.jpg<br />
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High Order Thinking for today:<br />
Contextual inference to translate 'Pirate' to English<br />
Relate Real World through Backyard Treasure map in book<br />
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High Order Questions:<br />
What makes Jeremy Jacob want to stay with the pirates?<br />
What makes him want to go home?<br />
Why do the pirates tell Jeremy Jacob to fly to Jolly Roger? Mrs. Peachhttp://www.blogger.com/profile/10654666658461348725noreply@blogger.com0