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" width="163" height="196" /> </td> <td align="center" valign="top" width="NaNpx"> </td> <td style="width: 400px;" align="center" valign="middle"> <p><span style="color: #000080; font-size: small;" data-mce-mark="1"><strong>Si la poma pesa #m1 g i cau des d'una altura de #h1 m, amb quina velocitat (positiva) impacta en el cap?</strong></span></p> <p><span style="color: #000080; font-size: small;" data-mce-mark="1"><strong>Feu servir el valor aproximat per g = 9,8 m/s<sup>2</sup></strong></span></p> <p><span style="color: #000080; font-size: small;" data-mce-mark="1"><strong><span style="color: #ff6600;" data-mce-mark="1">Format:</span> </strong></span><span style="font-size: small;" data-mce-mark="1">velocitat arrodonida als centèsims</span></p> <p> </p> </td> <td align="center" valign="top" width="NaNpx"> </td> </tr> </tbody> </table> <div style="text-align: center;"> <div align="center"> </div> </div>
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Answer 1
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Answer 2
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83.33333%
80%
75%
70%
66.66667%
60%
50%
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33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
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Hint 1
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<p><strong><span style="color: #003300;">Quan la poma cau, no té velocitat i la seva energia cinètica és zero; la seva energia potencial, com que cau d'una altura h, és de </span></strong>«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨12px¨»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»Ep«/mi»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»=«/mo»«mi mathvariant=¨bold-italic¨ mathcolor=¨#003300¨»m«/mi»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mi mathvariant=¨bold-italic¨ mathcolor=¨#003300¨»g«/mi»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#183;«/mo»«mi mathvariant=¨bold-italic¨ mathcolor=¨#003300¨»h«/mi»«/mstyle»«/math».</p> <p><span style="color: #003300;"><strong>En el moment de l'impacte, ja no hi ha altura i l'energia potencial és nul·la; en canvi l'energia cinètica és mv<sup>2</sup>/2.</strong></span></p> <p><strong><span style="color: #003300;">Com que l'energia es conserva, l'energia cinètica final és igual a l'energia potencial inicial:</span></strong></p> <p><strong><span style="color: #003300;">«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mstyle mathsize=¨12px¨»«mrow»«mfrac mathcolor=¨#003300¨»«mn mathvariant=¨bold¨»1«/mn»«mn mathvariant=¨bold¨»2«/mn»«/mfrac»«msup mathcolor=¨#003300¨»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»mv«/mi»«mn mathvariant=¨bold¨»2«/mn»«/msup»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»=«/mo»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»mgh«/mi»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#160;«/mo»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»§#8660;«/mo»«msup mathcolor=¨#003300¨»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»v«/mi»«mn mathvariant=¨bold¨»2«/mn»«/msup»«mo mathvariant=¨bold¨ mathcolor=¨#003300¨»=«/mo»«mn mathvariant=¨bold¨ mathcolor=¨#003300¨»2«/mn»«mi mathvariant=¨bold¨ mathcolor=¨#003300¨»gh«/mi»«/mrow»«/mstyle»«/math» </span></strong></p> <p><strong><span style="color: #003300;">Ja pots calcular v.</span></strong></p> <p><span style="color: #800000;"><strong>FIXA'T QUE LA VELOCITAT NO DEPÈN DE LA MASSA</strong></span></p> <p> </p>
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