How much energy as heat must be dissipated by the brakes


The driver of a 1300kg car, coasting down a hill sees a right light at the bottom, for which he must stop his speed at the time the breaks are applied is 28 m/s and he is 30 m vertically above the bottom of the hill. How much energy as heat must be dissipated by the brakes if wind and other frictional forces are neglected.

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Mechanical Engineering: How much energy as heat must be dissipated by the brakes
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