A wheel with radius 0.0600 m rotates about a horizontal frictionless axle at its center. The moment of inertia of the wheel about the axle is 2.50 kg . m2. The wheel is initially at rest. Then at t = 0 a force F = (5.00 N/s)t is applied tangentially to the wheel and the wheel starts to rotate. What is the magnitude of the force at the instant when the wheel has turned through 8.00 revolutions?
A wheel with radius 0.0600 m rotates about a horizontal frictionless axle at its center. The moment of inertia of the wheel about the axle is 2.50 kg . m2. The wheel is initially at rest. Then at t = 0 a force F = (5.00 N/s)t is applied tangentially to the wheel and the wheel starts to rotate. What is the magnitude of the force at the instant when the wheel has turned through 8.00 revolutions?
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A wheel with radius 0.0600 m rotates about a horizontal
frictionless axle at its center. The moment of inertia of the wheel about
the axle is 2.50 kg . m2. The wheel is initially at rest. Then at t = 0 a
force F = (5.00 N/s)t is applied tangentially to the wheel and the wheel
starts to rotate. What is the magnitude of the force at the instant when
the wheel has turned through 8.00 revolutions?
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