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 <question type="category"><category><text>Pre-Calc/Chapter 7:  Systems and Matrices/7.5 Systems of Inequalities in Two Variables/Solve System of Linear Inequalities</text></category></question>
 
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      <text>Solve the system of inequalities.2x + y ≥ 4 x - 1  ≥ 0</text>
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      <text><![CDATA[<b>Solve the system of inequalities.<br/><br/></b>2x + y ≥ 4<br/> x - 1  ≥ 0<br/><img align="middle" height="180" width="180" src="@@PLUGINFILE@@/ppg__7.50222131756__f1q4g1.jpg"/>]]></text>
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      <text><![CDATA[<br/><img align="middle" height="180" width="180" src="@@PLUGINFILE@@/ppg__7.50222131756__f1q4g2.jpg"/>]]></text>
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     <feedback format="html">
        <text>Incorrect</text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<br/><img align="middle" height="180" width="180" src="@@PLUGINFILE@@/ppg__7.50222131756__f1q4g3.jpg"/>]]></text>
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     <feedback format="html">
        <text>Correct</text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
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     <feedback format="html">
        <text>Incorrect</text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
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</file>      <feedback format="html">
        <text>Incorrect</text>
      </feedback>
    </answer>
  </question>
 </quiz>
