(b) A pulley of 5-cm radius, on a motor, is turning at 1,800 rpm and slows down uniformly at 1,200 rpm in 2 seconds. Calculate the angular acceleration of the motor, the number of revolution it makes in this time, and the length of the belt it winds in this time.

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Author:William Moebs, Samuel J. Ling, Jeff Sanny
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Chapter13: Gravitation
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Problem 76AP: Circular orbits in Equation 13.10 for conic sections must have eccentricity zero. From this, and...
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(b) A pulley of 5-cm radius, on a motor, is turning at 1,800 rpm and slows down
uniformly at 1,200 rpm in 2 seconds. Calculate the angular acceleration of the motor, the
number of revolution it makes in this time, and the length of the belt it winds in this time.
Transcribed Image Text:(b) A pulley of 5-cm radius, on a motor, is turning at 1,800 rpm and slows down uniformly at 1,200 rpm in 2 seconds. Calculate the angular acceleration of the motor, the number of revolution it makes in this time, and the length of the belt it winds in this time.
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