figure (a) and (b) represent spring- block system. If m is displacement slightly , find the time period of ascillation of the system.

In the given spring block system if k = 25 pi^(2) Nm^(-1) , find time period of oscillation.

Spring mass system is shown in figure. find the time period of vertical oscillations. The system is in vertical plane.

In a spring block system if length of the spring is increased by 4% , then time period

Spring mass system is shown in figure. Find the elastic potential energy stored in each spring when block is at its mean position. Also find the time period of vertical oscillations. The system is in vertical plane.

Spring mass system is shown in figure. Find the elastic potential energy stored in each spring when block is at its mean position. Also find the time period of vertical oscillations. The system is in vertical plane.

A system is shown in the figure. The time period for small oscillations of the two blocks will be

In a spring block system if length of the spring is reduced by 1% , then time period

A pendulum makes perfectly elastic collision with block of m lying on a frictionless surface attached to a spring of force constant k. Pendulum is slightly displaced and released. Time period of oscillation of the system is

A block of mass m hangs from a vertical spring of spring constant k. If it is displaced from its equilibrium position, find the time period of oscillations.