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 <question type="category"><category><text>1MA 04. VECTORS/1MA.04.4 Producte escalar</text></category></question>
 
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      <text>1MA.04.4.10DT PRODUCTE ESCALAR MÒDULS</text>
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<td style="background-color: #003300;" align="center"><span style="font-size: large; color: #ffff99;">Definició del producte escalar</span></td>
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<p><strong>El producte escalar de dos vectors en el pla es defineix com:</strong></p>
<p>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨14px¨»«mrow»«mover mathcolor=¨#003300¨»«msub»«mi mathvariant=¨bold¨»v«/mi»«mn mathvariant=¨bold¨»1«/mn»«/msub»«mo mathvariant=¨bold¨»§#8594;«/mo»«/mover»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mover mathcolor=¨#003300¨»«msub»«mi mathvariant=¨bold¨»v«/mi»«mn mathvariant=¨bold¨»2«/mn»«/msub»«mo mathvariant=¨bold¨»§#8594;«/mo»«/mover»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»=«/mo»«mfenced mathcolor=¨#003300¨ open=¨|¨ close=¨|¨»«mfenced open=¨|¨ close=¨|¨»«mover»«msub»«mi mathvariant=¨bold¨»v«/mi»«mn mathvariant=¨bold¨»1«/mn»«/msub»«mo mathvariant=¨bold¨»§#8594;«/mo»«/mover»«/mfenced»«/mfenced»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mfenced mathcolor=¨#003300¨ open=¨|¨ close=¨|¨»«mfenced open=¨|¨ close=¨|¨»«mover»«msub»«mi mathvariant=¨bold¨»v«/mi»«mn mathvariant=¨bold¨»2«/mn»«/msub»«mo mathvariant=¨bold¨»§#8594;«/mo»«/mover»«/mfenced»«/mfenced»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»cos«/mi»«mfenced mathcolor=¨#003300¨»«mover»«mrow»«mover»«msub»«mi mathvariant=¨bold¨»v«/mi»«mn mathvariant=¨bold¨»1«/mn»«/msub»«mo mathvariant=¨bold¨»§#8594;«/mo»«/mover»«mo mathvariant=¨bold¨»,«/mo»«mover»«msub»«mi mathvariant=¨bold¨»v«/mi»«mn mathvariant=¨bold¨»2«/mn»«/msub»«mo mathvariant=¨bold¨»§#8594;«/mo»«/mover»«/mrow»«mo mathvariant=¨bold¨»§#9182;«/mo»«/mover»«/mfenced»«/mrow»«/mstyle»«/math»</p>
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