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<quiz>
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 <question type="category"><category><text>4t ESO/4.01 NOMBRES/4.01.3 Nombres irracionals</text></category></question>
 
 <!-- resourceid-resourcedataid: 10757-8925 -->
 <question type="shortanswerwiris">
    <name>
      <text>4.01.3.36 Càlculs amb irracionals: apotema</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p> <img src="@@PLUGINFILE@@/pentagon.jpg" width="200" height="192" alt="pentagon" style="display: block; margin-left: auto; margin-right: auto;" /></p>
<p><span style="color: #0000ff; font-weight: bold;">Quant mesura l'apotema d'un pentàgon de #a m de costat i de radi #r?</span><br /><br /><span style="color: #ff6600; font-weight: bold;"><span style="font-weight: bold;"><span style="font-weight: bold;">Format de la resposta: arrodonida als mil·lèsims.</span></span></span></p>]]></text>
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    </answer>
    <wirisquestion>
&lt;question&gt;&lt;wirisCasSession&gt;&lt;![CDATA[&lt;session lang="ca" 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;a&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mo&gt; &lt;/mo&gt;&lt;mi&gt;aleatori&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;9&lt;/mn&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;r1&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;sin&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;54&lt;/mn&gt;&lt;csymbol definitionURL="http://.../units/degree/angular"&gt;°&lt;/csymbol&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/mrow&gt;&lt;mrow&gt;&lt;mi&gt;sin&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;72&lt;/mn&gt;&lt;csymbol definitionURL="http://.../units/degree/angular"&gt;°&lt;/csymbol&gt;&lt;mo&gt;)&lt;/mo&gt;&lt;/mrow&gt;&lt;/mfrac&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&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;mfrac&gt;&lt;mrow&gt;&lt;mi&gt;arrodoneix&lt;/mi&gt;&lt;mfenced&gt;&lt;mrow&gt;&lt;mn&gt;10&lt;/mn&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;r1&lt;/mi&gt;&lt;/mrow&gt;&lt;/mfenced&gt;&lt;/mrow&gt;&lt;mn&gt;10&lt;/mn&gt;&lt;/mfrac&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mn&gt;1&lt;/mn&gt;&lt;mo&gt;.&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;h&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;msqrt&gt;&lt;mrow&gt;&lt;msup&gt;&lt;mi&gt;r&lt;/mi&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;/msup&gt;&lt;mo&gt;-&lt;/mo&gt;&lt;msup&gt;&lt;mfenced&gt;&lt;mfrac&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;/mfrac&gt;&lt;/mfenced&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;/msup&gt;&lt;/mrow&gt;&lt;/msqrt&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;s&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mfrac&gt;&lt;mrow&gt;&lt;mi&gt;arrodoneix&lt;/mi&gt;&lt;mfenced&gt;&lt;mrow&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;h&lt;/mi&gt;&lt;/mrow&gt;&lt;/mfenced&gt;&lt;/mrow&gt;&lt;mn&gt;1000&lt;/mn&gt;&lt;/mfrac&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mn&gt;1&lt;/mn&gt;&lt;mo&gt;.&lt;/mo&gt;&lt;mn&gt;0&lt;/mn&gt;&lt;/math&gt;&lt;/input&gt;&lt;/command&gt;&lt;/group&gt;&lt;/library&gt;&lt;group&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;/math&gt;&lt;/input&gt;&lt;output&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mn&gt;7&lt;/mn&gt;&lt;/math&gt;&lt;/output&gt;&lt;/command&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;/math&gt;&lt;/input&gt;&lt;output&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mn&gt;6.&lt;/mn&gt;&lt;/math&gt;&lt;/output&gt;&lt;/command&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mi&gt;s&lt;/mi&gt;&lt;/math&gt;&lt;/input&gt;&lt;output&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mn&gt;4.873&lt;/mn&gt;&lt;/math&gt;&lt;/output&gt;&lt;/command&gt;&lt;/group&gt;&lt;group&gt;&lt;command&gt;&lt;input&gt;&lt;math xmlns="http://www.w3.org/1998/Math/MathML"/&gt;&lt;/input&gt;&lt;/command&gt;&lt;/group&gt;&lt;/session&gt;]]&gt;&lt;/wirisCasSession&gt;&lt;correctAnswers&gt;&lt;correctAnswer type="mathml"&gt;&lt;![CDATA[&lt;math xmlns="http://www.w3.org/1998/Math/MathML"&gt;&lt;mo&gt;#&lt;/mo&gt;&lt;mi&gt;s&lt;/mi&gt;&lt;/math&gt;]]&gt;&lt;/correctAnswer&gt;&lt;/correctAnswers&gt;&lt;assertions&gt;&lt;assertion name="syntax_expression"/&gt;&lt;assertion name="equivalent_symbolic"/&gt;&lt;/assertions&gt;&lt;options&gt;&lt;option name="tolerance"&gt;10^(-4)&lt;/option&gt;&lt;option name="relative_tolerance"&gt;false&lt;/option&gt;&lt;option name="precision"&gt;9&lt;/option&gt;&lt;option name="implicit_times_operator"&gt;false&lt;/option&gt;&lt;option name="times_operator"&gt;·&lt;/option&gt;&lt;option name="imaginary_unit"&gt;i&lt;/option&gt;&lt;/options&gt;&lt;localData&gt;&lt;data name="inputField"&gt;textField&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>
    <hint format="html">
      <text><![CDATA[<p><span style="color: #006600;"><strong>Cal aplicar el teorema de Pitàgores.<br /><br /></strong></span></p>]]></text>
    </hint>
  </question>
 </quiz>
