<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1223 -->
 <question type="category"><category><text>MATE CCSS I/Tema 1- Números reales/Galdetegiak egiteko</text></category></question>
 
 <!-- resourceid-resourcedataid: 12586-10649 -->
 <question type="shortanswerwiris">
    <name>
      <text>Tarteak-1-1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Expresa mediante intervalo el siguiente conjunto de datos:</p><p><img src="@@PLUGINFILE@@/1-10-1.png" alt="" role="presentation" style="" class="img-responsive" height="72" width="500"><br></p>]]></text>
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</file>
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    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>#r</text>
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    <wirisquestion>
&lt;question&gt;&lt;wirisCasSession&gt;&lt;![CDATA[&lt;session lang="es" version="2.0"&gt;&lt;library closed="false"&gt;&lt;mtext style="color:#ffc800" xml:lang="es"&gt;variables&lt;/mtext&gt;&lt;group&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;interval_open_open&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;cn&gt;+∞&lt;/cn&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;/group&gt;&lt;/library&gt;&lt;/session&gt;]]&gt;&lt;/wirisCasSession&gt;&lt;correctAnswers&gt;&lt;correctAnswer&gt;#r&lt;/correctAnswer&gt;&lt;/correctAnswers&gt;&lt;assertions&gt;&lt;assertion name="syntax_expression"&gt;&lt;param name="intervals"&gt;true&lt;/param&gt;&lt;/assertion&gt;&lt;assertion name="equivalent_equations"/&gt;&lt;/assertions&gt;&lt;options&gt;&lt;option name="tolerance"&gt;10^(-3)&lt;/option&gt;&lt;option name="relative_tolerance"&gt;true&lt;/option&gt;&lt;option name="precision"&gt;4&lt;/option&gt;&lt;option name="times_operator"&gt;·&lt;/option&gt;&lt;option name="implicit_times_operator"&gt;false&lt;/option&gt;&lt;option name="imaginary_unit"&gt;i&lt;/option&gt;&lt;/options&gt;&lt;localData&gt;&lt;data name="inputField"&gt;popupEditor&lt;/data&gt;&lt;data name="gradeCompound"&gt;and&lt;/data&gt;&lt;data name="gradeCompoundDistribution"&gt;&lt;/data&gt;&lt;data name="casSession"/&gt;&lt;/localData&gt;&lt;/question&gt;    </wirisquestion>
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