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 <question type="category"><category><text>1MA 04. VECTORS/1MA.04.5 Problemes amb vectors</text></category></question>
 
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      <text>1MA.4.4.71Q Angle entre forces</text>
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      <text><![CDATA[<p> <strong style="color: #003300; line-height: 1.4;">Una força de #n1 N té una direcció que forma un angle de #a1º amb l’eix horitzontal. Per sota l’eix horitzontal tenim una força de #n2 N; quina ha de ser la seva direcció si el cos al qual s’apliquen les dues forces té un moviment horitzontal.</strong></p>
<p><span style="color: #ff6600;"><strong>Format: </strong></span>arrodonit</p>]]></text>
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    <answer fraction="100" format="moodle_auto_format">
      <text>#sol</text>
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<p><span style="color: #000080; font-weight: bold;"><span style="font-weight: bold;">Si la suma dels 2 vectors és un vector horitzontal, és que la suma de les components verticals (en verd) dels vectors és nul·la, i que per tant les components verticals són iguals i oposades.</span></span></p>
<p><span style="color: #000080; font-weight: bold;"><span style="font-weight: bold;">Posa les dades de l'enunciat amb els cursors, i fes que el vector resultant (negre) sigui horitzontal (ordenada =0)</span></span></p>
<p><span style="color: #000080; font-weight: bold;"><span style="font-weight: bold;">Es poden calcular les components verticals dels dos vectors amb el sinus de l'angle.</span></span></p>]]></text>
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" style="display: block; margin-left: auto; margin-right: auto;" width="287" height="188" /></p>
<p><span style="font-weight: bold; color: #000080; line-height: 1.4;">La component vertical del vector vermell és #f1 = #n1 · sin#a1.</span></p>
<p><span style="font-weight: bold; color: #000080; line-height: 1.4;">La component vertical del vector blau és #n2 pel sinus de l'angle que ens demanen. </span></p>]]></text>
    </hint>
  </question>
 </quiz>
