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	<title>Comments on: Can we Teach Students to Understand Math Tests?</title>
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		<title>By: Vali</title>
		<link>http://teachingcollegemath.com/2009/11/can-we-teach-students-to-understand-math-tests/comment-page-1/#comment-2005</link>
		<dc:creator>Vali</dc:creator>
		<pubDate>Tue, 24 Nov 2009 04:16:54 +0000</pubDate>
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		<description>First off, loved the post.  Next, let me address your questions...

1. Will the students persist in better study habits for the next exam?

Probably not unless this becomes, in some sense, a routine.  If they&#039;re given the opportunity to collectively, publicly analyze the objectives and evaluate their preparation &gt;beforetheyshould&lt; want to do for the benefit of their own learning), we&#039;re always going to fight a losing battle.  That is, we&#039;re always going to be attempting to &quot;fix&quot; our students&#039; deficiencies -- as if they are so much faulty lab equipment that we can cite as the reason for our feelings of failure.  I would suggest that some difficulty might spring from the assumptions you could be carrying with you into your teaching.  

For example: &quot;all students are capable of achieving the same level of success with the course content in the same amount of time.&quot;  This is an offshoot of the &quot;students are interchangeable widgets&quot; axiom that so plagues educational research, but really started with the industrial school model.  But I digress...

Suffice it to say, instead of looking for the silver bullet with which to solve the perennial problem of motivation, you might want to consider the assumptions that underlie your perceptions of things like &quot;motivation.&quot;  Not to say you&#039;ll find a &#039;cure&#039; in any sense, but you might allow more room for thoughts and actions (like the one described in the original post) to guide you to better, different engagement.</description>
		<content:encoded><![CDATA[<p>First off, loved the post.  Next, let me address your questions&#8230;</p>
<p>1. Will the students persist in better study habits for the next exam?</p>
<p>Probably not unless this becomes, in some sense, a routine.  If they&#8217;re given the opportunity to collectively, publicly analyze the objectives and evaluate their preparation &gt;beforetheyshould&lt; want to do for the benefit of their own learning), we&#8217;re always going to fight a losing battle.  That is, we&#8217;re always going to be attempting to &#8220;fix&#8221; our students&#8217; deficiencies &#8212; as if they are so much faulty lab equipment that we can cite as the reason for our feelings of failure.  I would suggest that some difficulty might spring from the assumptions you could be carrying with you into your teaching.  </p>
<p>For example: &#8220;all students are capable of achieving the same level of success with the course content in the same amount of time.&#8221;  This is an offshoot of the &#8220;students are interchangeable widgets&#8221; axiom that so plagues educational research, but really started with the industrial school model.  But I digress&#8230;</p>
<p>Suffice it to say, instead of looking for the silver bullet with which to solve the perennial problem of motivation, you might want to consider the assumptions that underlie your perceptions of things like &#8220;motivation.&#8221;  Not to say you&#8217;ll find a &#8216;cure&#8217; in any sense, but you might allow more room for thoughts and actions (like the one described in the original post) to guide you to better, different engagement.</p>
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		<title>By: Dean</title>
		<link>http://teachingcollegemath.com/2009/11/can-we-teach-students-to-understand-math-tests/comment-page-1/#comment-2000</link>
		<dc:creator>Dean</dc:creator>
		<pubDate>Mon, 23 Nov 2009 15:27:57 +0000</pubDate>
		<guid isPermaLink="false">http://teachingcollegemath.com/?p=1804#comment-2000</guid>
		<description>Hi, I am a high school math teacher and I share the same frustrations (too often) when I return the kids exams. I am not sure how much of the results can be explained by (a) not wanting to study very hard or (b) not knowing how to study. I think it is a combination of the two, and while some of the activities you posted may help with (b), I am not sure what we can do about (a).</description>
		<content:encoded><![CDATA[<p>Hi, I am a high school math teacher and I share the same frustrations (too often) when I return the kids exams. I am not sure how much of the results can be explained by (a) not wanting to study very hard or (b) not knowing how to study. I think it is a combination of the two, and while some of the activities you posted may help with (b), I am not sure what we can do about (a).</p>
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