<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1328 -->
 <question type="category"><category><text>/</text></category></question>
 
 <!-- resourceid-resourcedataid: 14929-12677 -->
 <question type="matchwiris">
    <name>
      <text>Posizione crf secanti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In relazione alla figura, stabilisci quali affermazioni sono vere e quali false.<img src="@@PLUGINFILE@@/crf%20pos.png" width="299" height="202" style="float: right;" /></p>]]></text>
<file name="crf pos.png" encoding="base64">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</file>    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>3.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="html">
      <text><![CDATA[<p>Risposta corretta.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Risposta parzialmente corretta.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Risposta errata.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect></shownumcorrect>
    <subquestion format="html">
      <text><![CDATA[<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»O«/mi»«mi»O«/mi»«mo»`«/mo»«mo»=«/mo»«mi»r«/mi»«mo»+«/mo»«mi»r«/mi»«mo»`«/mo»«/math»</p>]]></text>
      <answer>
        <text>Falso</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»O«/mi»«mi»O«/mi»«mo»`«/mo»«mo»=«/mo»«mi»r«/mi»«mo»-«/mo»«mi»r«/mi»«mo»`«/mo»«/math»</p>]]></text>
      <answer>
        <text>Falso</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»O«/mi»«mi»O«/mi»«mo»`«/mo»«mo»§lt;«/mo»«mi»r«/mi»«mo»+«/mo»«mi»r«/mi»«mo»`«/mo»«mo»-«/mo»«mi»r«/mi»«/math»</p>]]></text>
      <answer>
        <text>Falso</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»O«/mi»«mi»O«/mi»«mo»`«/mo»«mo»§lt;«/mo»«mi»r«/mi»«mo»-«/mo»«mi»r«/mi»«mo»`«/mo»«/math»</p>]]></text>
      <answer>
        <text>Falso</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»O«/mi»«mi»O«/mi»«mo»`«/mo»«mo»§#62;«/mo»«mi»r«/mi»«mo»-«/mo»«mi»r«/mi»«mo»`«/mo»«/math»</p>]]></text>
      <answer>
        <text>Vero</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mi»O«/mi»«mi»O«/mi»«mo»`«/mo»«mo»§lt;«/mo»«mi»r«/mi»«mo»+«/mo»«mi»r«/mi»«mo»`«/mo»«/math»</p>]]></text>
      <answer>
        <text>Vero</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text></text>
      <answer>
        <text>Vero</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text></text>
      <answer>
        <text>Falso</text>
      </answer>
    </subquestion>
    <wirisquestion>
&lt;question/&gt;    </wirisquestion>
  </question>
 </quiz>
