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      <title>Science and Engineering Practices by Sean Timmons</title>
      <link>https://padlet.com/sean_timmons75/pde8k9x1j4v9</link>
      <description>Next Generation Science Standards</description>
      <language>en-us</language>
      <pubDate>2017-03-20 16:22:29 UTC</pubDate>
      <lastBuildDate>2026-02-26 06:57:58 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>Developing and Using Models - Group 10</title>
         <author>sean_timmons75</author>
         <link>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161243914</link>
         <description><![CDATA[<div>_________________________________<br><em>Essential Question:</em> <strong><em>What do we need to know about modeling?<br>_________________________________</em></strong></div><div><em>Main Ideas:</em><br>1.&nbsp; Models need to include text.</div><div>2.&nbsp; Include images or graphs.</div><div>3.&nbsp; Include observable and unobservable features.</div><div>4.&nbsp; Revisable over time.</div><div>5.&nbsp; Should be made public.<br><strong>_________________________________</strong></div><div><em>Useful Links:</em><br><strong>Classroom Example</strong> (<a href="https://www.teachingchannel.org/videos/scientific-modeling-elementary-grades-nsf">1st Grade</a>)<br><strong>What is modeling?</strong> (<a href="http://www.bozemanscience.com/ngs-developing-using-models/">Bozeman Sci</a>)<br><strong>NGSS Appendix F - </strong>(<a href="http://www.nextgenscience.org/sites/default/files/Appendix%20F%20%20Science%20and%20Engineering%20Practices%20in%20the%20NGSS%20-%20FINAL%20060513.pdf">Continuum</a>)<br><a href="http://eie.org/nextgensnippets">NGSS Practices in Classrooms</a><br><strong>_________________________________<br></strong><em>Image or Video:</em></div>]]></description>
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         <pubDate>2017-03-20 16:30:27 UTC</pubDate>
         <guid>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161243914</guid>
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         <title>Obtaining, Evaluating and Communicating Information</title>
         <author></author>
         <link>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161588647</link>
         <description><![CDATA[<div>_______________________________<br><strong>Essential Question:&nbsp; </strong>What do we need to know about obtaining, evaluating, and communicating information. <br><br>_________________________________<br><br><strong>Main Ideas:</strong><br>1.&nbsp; Determine patterns in evidence<br>2.&nbsp; Describe how images support ideas.<br>3.&nbsp; Using text features to support a scientific claim<br>4.&nbsp; Communicate information using models, drawings, writing, or numbers. <br>__________________________________<br><strong>Useful Links:</strong><br>(teacher blog about text features)<br><a href="http://mrswheelerfirst.blogspot.com/2014/04/nonfiction-text-features.html">http://mrswheelerfirst.blogspot.com/2014/04/nonfiction-text-features.html</a><br> (science journal)<br><a href="https://www.teacherspayteachers.com/Product/First-Grade-Interactive-Science-Journal-Introduction-to-Science-Freebies-1581977">https://www.teacherspayteachers.com/Product/First-Grade-Interactive-Science-Journal-Introduction-to-Science-Freebies-1581977</a><br>(image of text feature poster)<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:307,&quot;url&quot;:&quot;https://s-media-cache-ak0.pinimg.com/236x/cb/3c/9b/cb3c9b04423cbe0b793a89f3a74a5159.jpg&quot;,&quot;width&quot;:236}" data-trix-content-type="image"><img src="https://s-media-cache-ak0.pinimg.com/236x/cb/3c/9b/cb3c9b04423cbe0b793a89f3a74a5159.jpg" width="236" height="307"><figcaption class="caption"></figcaption></figure><br>(NGSS Appendix F)</div>]]></description>
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         <pubDate>2017-03-21 17:08:37 UTC</pubDate>
         <guid>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161588647</guid>
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         <title>Planning &amp; Carrying Out Investigations</title>
         <author></author>
         <link>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161588665</link>
         <description><![CDATA[<div><em>Earl School</em><br><strong>Essential Question:  </strong><br>What do we need to know about planning and carrying out investigations?<br>__________________________________<br>Main Ideas:</div><ol><li>Plan and conduct an investigation in collaboration with peers.</li><li>Make observations and/or measurements to collect data for comparisons.</li><li>Make predictions based on prior experiences.</li><li>Make observations and/or measurements of a proposed object or tool or solution to determine if it solves a problem or meets a goal.</li></ol><div><br>Useful Videos Maybe:</div><ol><li><a href="https://betterlesson.com/next_gen_science/browse/2080/ngss-1-ess1-1-use-observations-of-the-sun-moon-and-stars-to-describe-patterns-that-can-be-predicted?from=domain_core_lesson_count">Classroom Science Lessons</a></li><li><a href="https://betterlesson.com/lesson/resource/3221249/classroom-video-planning-and-carrying-out-investigations">Better Lessons</a></li></ol><div><br></div><div><br></div><div><br></div><div><br></div>]]></description>
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         <pubDate>2017-03-21 17:08:39 UTC</pubDate>
         <guid>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161588665</guid>
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         <title>Engaging in Argument from Evidence</title>
         <author>ccortes4</author>
         <link>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161588678</link>
         <description><![CDATA[<div>************************************<em>Essential Question: </em><strong>What do we need to know about argumentation?<br>**********************************</strong><em>Main Ideas:<br></em>1. Reaching explanations and solutions.<br>2. Evidence based<br>3. Identifies best explanation/solution<br>4. Listen to, compare and evaluate ideas and methods<br>************************************<br><em>Useful Links:<br></em><a href="https://www.teachingchannel.org/videos/support-claims-with-evidence-getty"><strong>Argumentation</strong></a> (Teaching Channel example of student argumentation)<br><a href="http://ngss.nsta.org/Practices.aspx?id=7"><strong>Science and Engineer Practices link</strong></a><strong><br>Claim, Evidence and Reasoning </strong><a href="http://www.activatelearning.com/blog/2015/11/9/cer-poster-download"><strong>Poster</strong></a><strong><br></strong>(free download)<br>************************************<br><em>Images </em><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:314,&quot;url&quot;:&quot;https://s-media-cache-ak0.pinimg.com/564x/52/f7/ce/52f7cefed46801b64f98d249cd1cdabd.jpg&quot;,&quot;width&quot;:236}" data-trix-content-type="image"><img src="https://s-media-cache-ak0.pinimg.com/564x/52/f7/ce/52f7cefed46801b64f98d249cd1cdabd.jpg" width="236" height="314"><figcaption class="caption"></figcaption></figure>Sentence frames to use<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:1024,&quot;url&quot;:&quot;https://s-media-cache-ak0.pinimg.com/564x/cc/16/09/cc1609d0f47e5b1c5a0791ea65ff6814.jpg&quot;,&quot;width&quot;:455}" data-trix-content-type="image"><img src="https://s-media-cache-ak0.pinimg.com/564x/cc/16/09/cc1609d0f47e5b1c5a0791ea65ff6814.jpg" width="455" height="1024"><figcaption class="caption"></figcaption></figure><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:646,&quot;url&quot;:&quot;https://s-media-cache-ak0.pinimg.com/564x/23/2c/fd/232cfd16f0281d4c07e39acd2ee300b7.jpg&quot;,&quot;width&quot;:484}" data-trix-content-type="image"><img src="https://s-media-cache-ak0.pinimg.com/564x/23/2c/fd/232cfd16f0281d4c07e39acd2ee300b7.jpg" width="484" height="646"><figcaption class="caption"></figcaption></figure><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:852,&quot;url&quot;:&quot;https://s-media-cache-ak0.pinimg.com/564x/6d/e5/99/6de599fb989e63c93b8f950aa4ccf0b4.jpg&quot;,&quot;width&quot;:564}" data-trix-content-type="image"><img src="https://s-media-cache-ak0.pinimg.com/564x/6d/e5/99/6de599fb989e63c93b8f950aa4ccf0b4.jpg" width="564" height="852"><figcaption class="caption"></figcaption></figure>Possible step by step poster</div>]]></description>
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         <pubDate>2017-03-21 17:08:41 UTC</pubDate>
         <guid>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161588678</guid>
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      <item>
         <title>Analyzing and Interpreting Data</title>
         <author>saboesch</author>
         <link>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161591037</link>
         <description><![CDATA[<div> +++++++++++++++++++++++++++<br>What do we need to know about Analyzing and Interpreting Data?<br><br>+++++++++++++++++++++++++++<br><br>1. Observe and record information.<br>2. Use and share pictures, drawing and/or writings of observations.<br>3.Use observations to describe patterns/relationships.<br>4. Compare predictions.<br>5. Analyze data.<br><br>+++++++++++++++++++++++++++<br>Useful Links<br><br><a href="http://ngss.nsta.org/Practices.aspx?id=4">http://ngss.nsta.org/Practices.aspx?id=4</a><br><br><a href="https://www.youtube.com/watch?v=9NkT-oYPkOA">https://www.youtube.com/watch?v=9NkT-oYPkOA</a><br><br><br>+++++++++++++++++++++++++++<br>Students interpret data.<br><br></div>]]></description>
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         <pubDate>2017-03-21 17:14:10 UTC</pubDate>
         <guid>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161591037</guid>
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      <item>
         <title>Asking questions and defining problems</title>
         <author></author>
         <link>https://padlet.com/sean_timmons75/pde8k9x1j4v9/wish/161603734</link>
         <description><![CDATA[<div><br>Essential Question: What do we need to know about asking questions and defining problems<br><br>____________________________________<br>Main Idea: <br>1.Ask questions based on observations to find information<br>2. Ask questions that can be answered by investigation<br>3. Identify questions that can be answered by investigation<br>4. Define simple problems that can be solved<br><br>-------------------------------------------------------------<br>Useful Links: <br><a href="https://www.google.com/url?sa=t&amp;rct=j&amp;q=&amp;esrc=s&amp;source=video&amp;cd=1&amp;ved=0ahUKEwi_rZndlOjSAhVE6WMKHTyTDhoQtwIIGTAA&amp;url=https%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DLJJoKxDsyoQ&amp;usg=AFQjCNHBr5KTMvXRH89IZlu5B0ZGQof3bQ&amp;bvm=bv.150120842,d.cGc&amp;cad=rja">Asking Questions</a><br><a href="https://www.google.com/url?sa=t&amp;rct=j&amp;q=&amp;esrc=s&amp;source=video&amp;cd=2&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwi_rZndlOjSAhVE6WMKHTyTDhoQtwIIHzAB&amp;url=https%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DCVHcicVsti0&amp;usg=AFQjCNHz_36zcuuVdlRcGafOgiYctPVfNA&amp;bvm=bv.150120842,d.cGc">Classroom&nbsp;</a><br><br>-----------------------------------------------------------<br>Helpful images<br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:197}" 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" 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&quot;,&quot;width&quot;:259}" 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" 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