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<quiz>
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 <question type="category"><category><text>1rBTX 07. PROBABILITAT/1.7.1 Recomptes</text></category></question>
 
 <!-- resourceid-resourcedataid: 19228-15979 -->
 <question type="shortanswerwiris">
    <name>
      <text>1.7.1.15Q    V Treure figures amb cartes</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<div style="text-align: justify;" align="center"><span style="color: #003300; font-weight: bold; text-align: start;">De quantes maneres es poden treure #p figures d'una baralla espanyola si es treuen una després de l'altra sense devolució?</span></div>]]></text>
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</file>
    </questiontext>
    <generalfeedback format="html">
      <text><![CDATA[<p><span style="color: #0000ff;"><span style="font-weight: bold;">És una variació simple de les 12 figures agafades de #a en #a: V</span><sub style="font-weight: bold; color: #0000ff;">12,#a</sub></span></p>]]></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.5000000</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>#r_1</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <wirisquestion>
&lt;question&gt;&lt;wirisCasSession&gt;&amp;lt;session lang=&amp;quot;ca&amp;quot; version=&amp;quot;2.0&amp;quot;&amp;gt;&amp;lt;library closed=&amp;quot;false&amp;quot;&amp;gt;&amp;lt;mtext style=&amp;quot;color:#ffc800&amp;quot; xml:lang=&amp;quot;es&amp;quot;&amp;gt;variables&amp;lt;/mtext&amp;gt;&amp;lt;group&amp;gt;&amp;lt;command&amp;gt;&amp;lt;input&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;&amp;gt;&amp;lt;mi&amp;gt;p&amp;lt;/mi&amp;gt;&amp;lt;mo&amp;gt;=&amp;lt;/mo&amp;gt;&amp;lt;mi&amp;gt;aleatori&amp;lt;/mi&amp;gt;&amp;lt;mo&amp;gt;(&amp;lt;/mo&amp;gt;&amp;lt;mn&amp;gt;2&amp;lt;/mn&amp;gt;&amp;lt;mo&amp;gt;,&amp;lt;/mo&amp;gt;&amp;lt;mn&amp;gt;4&amp;lt;/mn&amp;gt;&amp;lt;mo&amp;gt;)&amp;lt;/mo&amp;gt;&amp;lt;/math&amp;gt;&amp;lt;/input&amp;gt;&amp;lt;/command&amp;gt;&amp;lt;command&amp;gt;&amp;lt;input&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;&amp;gt;&amp;lt;mi&amp;gt;r_1&amp;lt;/mi&amp;gt;&amp;lt;mo&amp;gt;=&amp;lt;/mo&amp;gt;&amp;lt;apply&amp;gt;&amp;lt;csymbol definitionURL=&amp;quot;http://www.wiris.com/XML/csymbol&amp;quot;&amp;gt;V&amp;lt;/csymbol&amp;gt;&amp;lt;mn&amp;gt;12&amp;lt;/mn&amp;gt;&amp;lt;mi&amp;gt;p&amp;lt;/mi&amp;gt;&amp;lt;/apply&amp;gt;&amp;lt;/math&amp;gt;&amp;lt;/input&amp;gt;&amp;lt;/command&amp;gt;&amp;lt;command&amp;gt;&amp;lt;input&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;/&amp;gt;&amp;lt;/input&amp;gt;&amp;lt;/command&amp;gt;&amp;lt;/group&amp;gt;&amp;lt;/library&amp;gt;&amp;lt;group&amp;gt;&amp;lt;command&amp;gt;&amp;lt;input&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;&amp;gt;&amp;lt;mi&amp;gt;p&amp;lt;/mi&amp;gt;&amp;lt;/math&amp;gt;&amp;lt;/input&amp;gt;&amp;lt;output&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;&amp;gt;&amp;lt;mn&amp;gt;3&amp;lt;/mn&amp;gt;&amp;lt;/math&amp;gt;&amp;lt;/output&amp;gt;&amp;lt;/command&amp;gt;&amp;lt;command&amp;gt;&amp;lt;input&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;&amp;gt;&amp;lt;mi&amp;gt;r_1&amp;lt;/mi&amp;gt;&amp;lt;/math&amp;gt;&amp;lt;/input&amp;gt;&amp;lt;output&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;&amp;gt;&amp;lt;mn&amp;gt;1320&amp;lt;/mn&amp;gt;&amp;lt;/math&amp;gt;&amp;lt;/output&amp;gt;&amp;lt;/command&amp;gt;&amp;lt;command&amp;gt;&amp;lt;input&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;/&amp;gt;&amp;lt;/input&amp;gt;&amp;lt;/command&amp;gt;&amp;lt;/group&amp;gt;&amp;lt;group&amp;gt;&amp;lt;command&amp;gt;&amp;lt;input&amp;gt;&amp;lt;math xmlns=&amp;quot;http://www.w3.org/1998/Math/MathML&amp;quot;/&amp;gt;&amp;lt;/input&amp;gt;&amp;lt;/command&amp;gt;&amp;lt;/group&amp;gt;&amp;lt;/session&amp;gt;&lt;/wirisCasSession&gt;&lt;correctAnswers&gt;&lt;correctAnswer type="mathml"&gt;#r_1&lt;/correctAnswer&gt;&lt;/correctAnswers&gt;&lt;localData&gt;&lt;data name="inputField"&gt;textField&lt;/data&gt;&lt;/localData&gt;&lt;/question&gt;    </wirisquestion>
  </question>
 </quiz>
