Question
Consider the system shown in the figure. A rope goes over a pulley. A mass, π, is hanging from the rope. A spring of stiffness, k, is attached at one end of the rope. Assume rope is inextensible, massless and there is no slip between pulley and rope.
The pulley radius is π and its mass moment of inertia is π±. Assume that the mass is vibrating harmonically about its static equilibrium position. The natural frequency of the system is
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