On applying a force F the mass M is displaced vertically down by from equilibrium position, Find the force F in terms of the force constant k of the spring and displacement y for the cases (A) and (B) as shown in

On applying a force F, point P is displaced vertically down by y from equilibrium positionl. Find force F in terms of the force constant k of the spring and displacement y, for the cases (a) and (b), as shown in fig.

Figure shows a system consisting of a massless pulley, a spring of force constant k and ablock of mass m. If the block is slightly displaced vertically down from its equillibrium position and then released, find the period of its vertical oscillation in cases (a) & (b).

The force constant between the restoring force F and displacement x of a spring accoring to the graph shown will be

The value of force constant between the applied elastic force F and displacement will be

Figure shows a system consisting of a massless pulley, a spring of force constant k and a block of mass m. If the block is slightly displaced vertically down from is equilibrium position and then released, the period of its vertical oscillation is

Figure shows a system consisting of a massless pulley, a spring of force constant k and a block of mass m. If the block is slightly displaced vertically down from is equilibrium position and then released, the period of its vertical oscillation is

Figure shows a system consisting of a massless pulley, a spring of force constant k and a block of mass m. If the block is slightly displaced vertically down from is equilibrium position and then released, the period of its vertical oscillation is