À turntable 46 cm in diameter starts from rest and makes its first complete revolution in 3.20 s with constant angular acceleration. If it maintains the same acceleration, a) how long will it take the turntable to make its second complete revolution? b) what is the angle (in radians) through which the turntable rotates after 24.0 s? c) what is the linear speed at the edge of the turntable at time 24.0 seconds?
À turntable 46 cm in diameter starts from rest and makes its first complete revolution in 3.20 s with constant angular acceleration. If it maintains the same acceleration, a) how long will it take the turntable to make its second complete revolution? b) what is the angle (in radians) through which the turntable rotates after 24.0 s? c) what is the linear speed at the edge of the turntable at time 24.0 seconds?
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
Transcribed Image Text:A turntable 46 cm in diameter starts from rest and makes its first complete
revolution in 3.20 s with constant angular acceleration. If it maintains the same
acceleration,
a) how long will it take the turntable to make its second complete revolution?
b) what is the angle (in radians) through which the turntable rotates after 24.0 s?
c) what is the linear speed at the edge of the turntable at time 24.0 seconds?
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