<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 552 -->
 <question type="category"><category><text>Discrete Probability Distributions/Probability Distributions</text></category></question>
 
 <!-- resourceid-resourcedataid: 5551-4966 -->
 <question type="multianswerwiris">
    <name>
      <text>Question 38</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><strong>Car Occupancy</strong></p>
<p>The histogram shows the distribution of occupants in cars crossing the Tocoma Narrows Bridge in Washington each week.</p>
<p style="text-align: center;"><img src="@@PLUGINFILE@@/Question38.jpg" alt="" width="362" height="282" /></p>
<ol>
<li>Find the mean of the probability distribution to three significant digits.<br />{#1}<br /><br /></li>
<li>Find the variance of the probability distribution to three significant digits.<br />{#2}<br /><br /></li>
<li>Find the standard deviation of the probability distribution to three significant digits.<br />{#3}<br /><br /></li>
<li>Find the expected value of the probability distribution to three significant digits.<br />{#4}</li>
</ol>]]></text>
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    </wirisquestion>
  </question>
 </quiz>
