<?xml version="1.0" encoding="UTF-8"?>
<quiz>
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 <question type="category"><category><text>Discrete Probability Distributions/Binomial Distributions</text></category></question>
 
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 <question type="multianswerwiris">
    <name>
      <text>Question 17</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><strong>Baseball Fans</strong> </p>
<p><img style="float: right; margin: 5px;" src="@@PLUGINFILE@@/Q17.jpeg" alt="imgres.jpg" width="277" height="182" /></p>
<p>Fifty-nine percent of men concider themselves professional baseball fans.  You randomly select 10 men and ask each if he considers himself a professional baseball fan.  To three significant digits, find the probability that the number who consider themselves baseball fans is:</p>
<ol>
<li>exactly eight.<br />{#1}<br /><br /></li>
<li>at eight.<br />{#2}<br /><br /></li>
<li>less than eight.<br />{#3}</li>
</ol>]]></text>
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</file> 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