The average speed of the bob of a seconds pendulum is `2 m s^(-1)` . Determine the (a) linear amplitude (b) angular amplitude and the (c) frequency of oscillation .

The oscillation of a simple pendulum is graphically represented as follows. Determine the (a) time period (b) frequency (c) amplitude

The mass of the bob of a simple pendulum is 2 g. If the pendulum keeps oscillating with an angular amplitude of 4^(@) , then what will be the maximum tension acting on the thread of the pendulum?

The maximum tension in the string of an oscillating simple pendulum is 3% more than the minimum tension in the string. The angular amplitude of oscillations of the pendulum is

The maximum tension in the string of an oscillating pendulum is double of the minimum tension. Find the angular amplitude.

The maximum tension in the string of an oscillating pendulum is double of the minimum tension. Find the angular amplitude.

The maximum tension in the string of an oscillating pendulum is double of the minimum tension. Find the angular amplitude.

(i) A simple pendulum consist of a small bob of mass m tied to a string of length L. Show that the total energy of oscillation of the pendulum is E~=1/2 mg L theta_(0)^(2) when it is oscillating with a small angular amplitude theta_(0) . Assume the gravitational potential energy to be zero of the lowest position of the bob. (ii) Three identical pendulums A, B and C are suspended from the ceiling of a room. They are swinging in semicircular arcs in vertical planes. The string of pendulum A snaps when it is vertical and it was found that the bob fell on the floor with speed V_1 . The string of B breaks when it makes an angle of 30° to the vertical and the bob hits the floor with speed V_2 . The string of pendulum C was cut when it was horizontal and the bob falls to the floor hitting it with a speed V3. Which is greatest and which is smallest among V_1,V_2 and V_3 ?

What is the maximum velocity of the bob of a second's pendulum, if the amplitude of oscillation of the pendulum is 0.1 m ?

The average speed of a particle in S.H.M of amplitude A and angular velocity (ω) is