<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 560 -->
 <question type="category"><category><text>Probability/The Addition Rule</text></category></question>
 
 <!-- resourceid-resourcedataid: 5712-5127 -->
 <question type="multianswerwiris">
    <name>
      <text>Question 21</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-family: times new roman,times,serif;">The number of responses to a survey are shown in the Pareto chart.  The survey asked 1017 U.S. adults how they feel about the quality of education students receive in kindergarten through grade twelve.  Each person gave one response.  Find each probability.</span></p>
<p style="text-align: center;"><span style="font-family: times new roman,times,serif;"> <img src="@@PLUGINFILE@@/Question21.jpg" alt="" width="362" height="282" /></span></p>
<ol>
<li><span style="font-family: times new roman,times,serif;">Randomly selecting a person from the sample who is not completely satisfied with the quality of education  {#1}</span></li>
<li><span style="font-family: times new roman,times,serif;">Randomly selecting a person from the sample who is somewhat dissatisfied or completely dissatisfied with the quality of education  {#2}</span></li>
</ol>]]></text>
<file name="Question21.jpg" encoding="base64">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</file>    </questiontext>
    <generalfeedback format="html">
      <text><![CDATA[<ol>
<li>0.900</li>
<li>0.450</li>
</ol>]]></text>
    </generalfeedback>
    <defaultgrade>4.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <wirissubquestions>
        <wirissubquestion>
            <![CDATA[{2:NM:=0.900:0.0005}]]>
        </wirissubquestion>
        <wirissubquestion>
            <![CDATA[{2:NM:=0.450:0.0005}]]>
        </wirissubquestion>
    </wirissubquestions>
    <wirisquestion>
<![CDATA[<question><correctAnswers><correctAnswer></correctAnswer></correctAnswers><options><option name="precision">4</option><option name="implicit_times_operator">false</option><option name="times_operator">&#183;</option><option name="imaginary_unit">i</option></options><localData><data name="cas">add</data><data name="casSession"></data></localData></question>]]>
    </wirisquestion>
  </question>
 </quiz>
