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 <question type="category"><category><text>4t ESO/4.04 EQUACIONS/4.04.3 Sistemes/4.04.3.4 Problemes Sistemes</text></category></question>
 
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 <question type="multianswerwiris">
    <name>
      <text>4.04.4.3.21 Sist: Problema geometria</text>
    </name>
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<td valign="top" width="NaNpx"><img width="150" height="113" title="camp" alt="camp" src="@@PLUGINFILE@@/camp.jpeg" style="margin: 0px;" /></td>
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<div align="justify"><span style="color: #000066;"><strong>L'ample d'un camp és el triple que la seva llargada. Quines són les dimensions del camp si el seu perímetre és de #p m?<br /></strong></span></div>
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<div align="center"><strong>Ample</strong>: <span style="color: #000066;"><strong>{#1}</strong></span><br /><strong>Llargada: </strong><span style="color: #000066;"><strong><span style="color: #000066;"><strong>{#2}</strong></span></strong></span></div>
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<p><span style="color: #000066;"><strong><br /><br /><br /><br /><br /><br /><br /></strong></span></p>]]></text>
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</file>    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>2.0000000</defaultgrade>
    <penalty>0.5000000</penalty>
    <hidden>0</hidden>
    <wirissubquestions>
        <wirissubquestion>
            <![CDATA[{1:SA: ~=#a}]]>
        </wirissubquestion>
        <wirissubquestion>
            <![CDATA[{1:SA: ~=#b}]]>
        </wirissubquestion>
    </wirissubquestions>
    <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;b&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mi&gt;aleatori&lt;/mi&gt;&lt;mo&gt;(&lt;/mo&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;mo&gt;,&lt;/mo&gt;&lt;mn&gt;12&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;a&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;3&lt;/mn&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;b&lt;/mi&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;p&lt;/mi&gt;&lt;mo&gt;=&lt;/mo&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;a&lt;/mi&gt;&lt;mo&gt;+&lt;/mo&gt;&lt;mn&gt;2&lt;/mn&gt;&lt;mo&gt;*&lt;/mo&gt;&lt;mi&gt;b&lt;/mi&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;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;b&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;2&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;p&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;16&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&gt;&lt;/correctAnswer&gt;&lt;/correctAnswers&gt;&lt;/question&gt;    </wirisquestion>
    <hint format="html">
      <text><![CDATA[<p><span style="color: #006600;"><strong><em>Les 2 equacions són:<br />x = 3y<br />2x + 2y = #p.<br />El més fàcil és resoldre'l per reducció.</em></strong></span></p>]]></text>
      <clearwrong></clearwrong>
    </hint>
  </question>
 </quiz>
