<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1754 -->
 <question type="category"><category><text>1rBTX 07. PROBABILITAT/1.7.1 Recomptes</text></category></question>
 
 <!-- resourceid-resourcedataid: 19235-15986 -->
 <question type="shortanswerwiris">
    <name>
      <text>1.7.1.25Q VR n Pantalons per posar en p dies</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-weight: bold; color: #003300;">De quantes maneres em puc vestir, si en #p dies, em poso cada dia un dels #n pantalons que tinc?</span></p>]]></text>
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</file>
    </questiontext>
    <generalfeedback format="html">
      <text><![CDATA[<p><span style="font-weight: bold; color: #0000ff;">Ja que l'enunciat hi obliga, és una variació amb repetició.</span><br /><br /></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;apply&amp;gt;&amp;lt;csymbol definitionURL=&amp;quot;http://www.wiris.com/XML/csymbol&amp;quot;&amp;gt;repeat&amp;lt;/csymbol&amp;gt;&amp;lt;mtable&amp;gt;&amp;lt;mtr&amp;gt;&amp;lt;mtd&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;7&amp;lt;/mn&amp;gt;&amp;lt;mo&amp;gt;,&amp;lt;/mo&amp;gt;&amp;lt;mn&amp;gt;15&amp;lt;/mn&amp;gt;&amp;lt;mo&amp;gt;)&amp;lt;/mo&amp;gt;&amp;lt;/mtd&amp;gt;&amp;lt;/mtr&amp;gt;&amp;lt;mtr&amp;gt;&amp;lt;mtd&amp;gt;&amp;lt;mi&amp;gt;n&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;5&amp;lt;/mn&amp;gt;&amp;lt;mo&amp;gt;)&amp;lt;/mo&amp;gt;&amp;lt;/mtd&amp;gt;&amp;lt;/mtr&amp;gt;&amp;lt;/mtable&amp;gt;&amp;lt;mrow&amp;gt;&amp;lt;mi&amp;gt;n&amp;lt;/mi&amp;gt;&amp;lt;mo&amp;gt;+&amp;lt;/mo&amp;gt;&amp;lt;mn&amp;gt;3&amp;lt;/mn&amp;gt;&amp;lt;mo&amp;gt;&amp;amp;lt;&amp;lt;/mo&amp;gt;&amp;lt;mi&amp;gt;p&amp;lt;/mi&amp;gt;&amp;lt;/mrow&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;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;msup&amp;gt;&amp;lt;mi&amp;gt;n&amp;lt;/mi&amp;gt;&amp;lt;mi&amp;gt;p&amp;lt;/mi&amp;gt;&amp;lt;/msup&amp;gt;&amp;lt;/math&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;10&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;n&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;5&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;9765625&amp;lt;/mn&amp;gt;&amp;lt;/math&amp;gt;&amp;lt;/output&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>
