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<quiz>
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 <question type="category"><category><text>1MA 02. RESOLUCIÓ DE TRIANGLES/1MA.02.3 Resolució de problemes</text></category></question>
 
 <!-- resourceid-resourcedataid: 20680-16132 -->
 <question type="essay">
    <name>
      <text>1MA.02.3.11R Diagonal paral·lelogram</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size: small; color: #003300;"><strong>Redacta com resoldries l'exercici següent, </strong></span></p>
<p><span style="font-size: small; color: #003300;"><strong><span style="text-decoration: underline;">explicant què vols fer i perquè.</span></strong></span></p>
<p><span style="color: #003300; font-size: small;"><strong><em>Dos costats d’un parlal·lelogram mesuren a  i b . La longitud de la diagonal més curta és de d , troba la longitud de l’altra diagonal. </em></strong></span></p>
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