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	<title>Flexknowlogy - Jared Stein&#039;s ARCHIVED blog - update to jaredstein.org &#187; webct</title>
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		<title>Dropping Lowest 2 (or More) Scores in Blackboard or Moodle</title>
		<link>http://flexknowlogy.learningfield.org/2008/12/16/dropping-lowest-2-scores-in-blackboard-or-moodle/</link>
		<comments>http://flexknowlogy.learningfield.org/2008/12/16/dropping-lowest-2-scores-in-blackboard-or-moodle/#comments</comments>
		<pubDate>Wed, 17 Dec 2008 01:06:34 +0000</pubDate>
		<dc:creator>Jared Stein</dc:creator>
				<category><![CDATA[blackboard]]></category>
		<category><![CDATA[e-learning]]></category>
		<category><![CDATA[lms]]></category>
		<category><![CDATA[moodle]]></category>
		<category><![CDATA[web dev]]></category>
		<category><![CDATA[webct]]></category>
		<category><![CDATA[formula]]></category>
		<category><![CDATA[gradebook]]></category>
		<category><![CDATA[grades]]></category>
		<category><![CDATA[howto]]></category>

		<guid isPermaLink="false">http://flexknowlogy.learningfield.org/?p=140</guid>
		<description><![CDATA[WebCT was infamous for it&#8217;s calculated column formula textarea that you couldn&#8217;t type in. When John Krutsch developed a clever Javascript hack for it (just one of several cool IE-only hacks packaged as WebCT PowerTools), crafting unusual formulas was suddenly more viable, and we began dropping not just the lowest score, but several low scores.
An [...]]]></description>
			<content:encoded><![CDATA[<p>WebCT was infamous for it&#8217;s calculated column formula textarea that you couldn&#8217;t type in. When <a href="http://technagogy.learningfield.org">John Krutsch</a> developed <a href="http://www.uvsc.edu/disted/tetc/powertools/insert_formula/insert_formula.html">a clever Javascript hack for it</a> (just one of several cool IE-only hacks packaged as <a href="http://www.uvsc.edu/disted/tetc/powertools/">WebCT PowerTools</a>), crafting unusual formulas was suddenly more viable, and we began dropping not just the lowest score, but several low scores<span id="more-140"></span>.</p>
<p>An hour after trying to work around <a href="http://tracker.moodle.org/secure/IssueNavigator.jspa?reset=true&amp;&amp;type=1&amp;pid=10011&amp;query=grades&amp;summary=true&amp;description=true&amp;body=true&amp;status=1">various bugs</a> in <a href="http://moodle.org/mod/forum/discuss.php?d=105169">the awful 1.9 Moodle gradebook</a> I found myself in need of this formula again, and the only place I could find it was in my own post on the old WebCT forums. I&#8217;m posting it here for my future reference only, but maybe it will be useful to other Bb Vista or Moodle users:</p>
<h4>Drop the Lowest Score of a Series</h4>
<p>For this example we need to know the labels (Bb/WebCT) or ids (Moodle) of the columns to be included. Here I use A1, A2, A3.</p>
<p>In this example we want to drop the lowest assignment score for our total, first in Blackboard Visa and then in Moodle:</p>
<div>Blackboard/WebCT Vista/CE: <code>
<div>SUM{[A1],[A2],[A3]}-MIN{[A1],[A2],[A3]}</div>
<p></code></div>
<div>Moodle: <code>
<div>=(sum([[A1]],[[A2]],[[A3]]))-(min([[A1]],[[A2]],[[A3]]))</div>
<p></code></div>
<p>This calculates the sum total of of the 3 assignments then subtracts the minimum score of the same series.</p>
<h4>Drop the Lowest Two Scores of a Series</h4>
<p>In this example we want to drop the lowest 2 assignment scores from our total. I&#8217;m using 5 assignments to illustrate this in practice.This can get pretty hairy, but once you&#8217;ve studied this example it should make sense:</p>
<div>Blackboard/WebCT Vista/CE: <code>
<div>SUM{[A1],[A2],[A3],[A4],[A5]}-MIN{([A1]+[A2]),([A1]+[A3]),([A1]+[A4]),([A1]+[A5]),([A2]+[A3]),([A2]+[A4]),([A2],A5]),([A3]+[A4]),([A3]+[A5]),([A4]+[A5])}</div>
<p></code></div>
<div>Moodle: <code>
<div>=(sum([[A1]],[[A2]],[[A3]],[[A4]],[[A5]]))-(MIN(([[A1]]+[[A2]]),([[A1]]+[[A3]]),([[A1]]+[[A4]]),([[A1]]+[[A5]]),([[A2]]+[[A3]]),([[A2]]+[[A4]]),([[A2]],[[A5]]),([[A3]]+[[A4]]),([[A3]]+[[A5]]),([[A4]]+[[A5]])))</div>
<p></code></div>
<p>This calculates the sum total of of the 5 assignments then subtracts the <strong>lowest possible combination of two scores</strong> found in the same series.</p>
<p>The aforementioned example will work for dropping lowest 3 and more using the same principles, but obviously it gets exponentially longer.</p>
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