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Questioning: Red is Best by Kathy Stinson
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What do you wonder when you look at these pictures?
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What do you wonder when you look at this picture?
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What do you wonder when you look at this picture?
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What do you wonder when you look at this picture?
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Listen to all the questions for a picture. Click on the question boxes to choose a question.
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Which question is the most creative?
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Which question is the most thoughtful?
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Which question is the most imaginative?
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<p style=" margin-top: 0;">
<b><span style=" color: #000000; font-weight: bold;"><font color="#000000">1.
Questioning - Red is Best<a class="eol_guard"> </a>
</font></span></b> </p>
<p style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">This Clicker Set
supports a strategic sequence strategy for literature. It supports the
first activity of the "Sequence One" strategy from the book, "Student
Diversity: Classroom strategies to meet the learning needs of all
students," by Faye Brownlie, Catherine Feniak and Leyton Schnellert. <a class="eol_guard"> </a>
</font></span> </p>
<ol>
<li style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">Divide the class
into groups of 4. Students who find themselves in a group that might
be more successful using technology to support them, can use this
template. <a class="eol_guard"> </a>
</font></span> </li>
<li style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">Three pictures
from the book, "Red is Best," by Kathy Stinson appear on the intro
page and then one per page. <a class="eol_guard"> </a>
</font></span> </li>
<li style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">Each of the four
students will take turns responding to this question, "What do you
wonder when you look at this picture?" <a class="eol_guard"> </a>
</font></span> </li>
<li style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">Each student will
select a coloured microphone to record their questions. Their recorded
answers will move to the corresponding coloured speech bubble.  <a class="eol_guard"> </a>
</font></span> </li>
<li style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">On the final
page, the Speech Bubble buttons under each picture play back all
student recordings under each picture. <a class="eol_guard"> </a>
</font></span> </li>
<li style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">Students then
listen to all the questions for each picture and then decide on which
one fits the statement above each picture. <a class="eol_guard"> </a>
</font></span> </li>
<li style=" margin-top: 0;">
<span style=" color: #000000;"><font color="#000000">To answer the
statement, students click on the statement and select their choice
from a pop-up.</font></span><a class="eol_guard"> </a>
</li>
</ol>
</body>
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<p style=" margin-top: 0;">
<b><span style=" font-weight: bold;">Questioning 
</span></b> </p>
<ol>
<li style=" margin-top: 0;">
In your group of 4, look at the Clicker activity.
</li>
<li style=" margin-top: 0;">
Open the first picture. Think about the picture. "What do you wonder
when you look at this picture?" 
</li>
<li style=" margin-top: 0;">
Choose a microphone colour. That will always be your colour for this
activity.
</li>
<li style=" margin-top: 0;">
Take turns recording your question using your coloured microphone.
Your recorded answers will move to the same coloured speech bubble.  
</li>
<li style=" margin-top: 0;">
On the final page, the Speech Bubble buttons under each picture will
play back all of your recordings under each picture. 
</li>
<li style=" margin-top: 0;">
Listen to all the questions for each picture and then decide as a
group which one best fits the statement above each picture. 
</li>
<li style=" margin-top: 0;">
To answer the statement, one of you can click on the statement and
select your group choice from a pop-up.<a class="eol_guard"> </a>
</li>
</ol>
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