A cylinder of mass M and radius .H is resting on a horizontal platform which is parallel to X-Y plane) with its axis fixed along the Y-axis and free to rotate about its axis. The platform is given a motion in X-direction given by x = A cos ωt. There is no slipping between the cylinder and platform. The maximum torque acting on the cyliner during its motion is
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a
12MRAω2
b
MRAω2
c
2mRAω2
d
mRωA2cos2ωt
answer is A.
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Detailed Solution
τ=Iα=12MR2×( acceleration /R)acceleration =−ω2Asinωt or (acc.) max=ω2A∴ (τ)max=12MR2ω2A/R=12MRAω2