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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>4.04.4.3.31 Problema grup turistes</text>
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      <text><![CDATA[<p> </p>
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<div align="justify"><span style="color: #0000ff;" data-mce-mark="1"><strong>Dos grups de turistes visiten el museu Picasso de Barcelona. El primer té #a adults i #b nens/es i paguen #e €. El segon té #c adults i #d nens/es i paguen #f €.</strong><br /><strong>Quin és el preu de cada tipus d'entrada?</strong></span></div>
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<div align="center"><span style="color: #0000ff;" data-mce-mark="1"><strong>Adults: {#1}</strong></span><br /><span style="color: #0000ff;" data-mce-mark="1"><strong>Nen/a: {#2}</strong></span></div>
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<p> </p>]]></text>
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      <text><![CDATA[<p><span style="color: #006600;"><strong>Cal resoldre el sistema format per les equacions:<br />#a x + #b y = #e<br />#c x + #d y = #f</strong></span></p>]]></text>
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