Time period of a simple pendulum is 2s and it can go to and fro from equilibrium position at a maximum distance of 6cm. If at the start of the motion the pendulum is in the position of maximum displacement towards the right of the equilibrium position, then write the displacement equation of the pendulum.

The time-period of a simple pendulum is 2 s and it can go to and fro from equilibrium position at maximum distance of 5 cm. If at the start of the motion the pendulum is in the position of maximum displacement towards the right of the equilibrium position, then write the displacement equation of the pendulum.

Time period of a back performing SHM is 2 second and it can travel to and fro from equilibrium position upto maximum 5cm . At start the pendulum is at maximum displacement on right side of equilibrium position. Find displacement and time relation.

For a simple pendulum, the time period is 3 s and has a maximum displacement of 5 cm on either side of its mean position. If at the beginning of the motion, the pendulum is at maximum displacement from its mean position, towards its right, then derive the displacement equation of the pendulum.

The maximum displacement of the constituents of the medium from their equilibrium positions is called

The periodic time of a simple pendulum is 6.28 sec and the amplitude of oscillation is 3 cm. The maximum acceleration of the pendulum is

Time period of pendulum is 6.28 s and amplitude of oscillation is 3 cm. Maximum acceleration of pendulum is

Find the time period of mass M when displaced from its equilibrium position and then released for the system shown in figure.

A pendulum is displaced to an angle theta from its equilibrium position, then it will pass through its mean position with a velocity v equal to

A simple pendulum oscillates in a vertical plane. When it passes through the mean position, the tension in the string is 3 times the weight of the pendulum bob.what is the maximum displacement of the pendulum with respect to the vertical