A thin horizontal uniform rod AB of mass m and length l can rotate freely about a vertical axis passing through its end A. At a certain moment, the end B starts experiencing a constant force F which is always perpendicular to the original position of the stationary rod and directed in a horizontal plane. Find the angular Velocity of the rod as a function of its rotation angle θ measured relative to the initial position
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a
Fsinθml
b
3Fsinθml
c
6Fsinθml
d
6Fcosθml
answer is C.
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Detailed Solution
Work done by the torque Δw=∫Tdθ=∫0θFlcosθdθΔw=Fl sinθNew using work energy theoryΔw=ΔkFlsinθ=12ml23ω2−0ω=6Fsinθml