A simple pendulum is released from rest at the horizontally stretched position. When the string makes an angle `theta` with the vertical, the angle `theta` which the acceleration vector of the bob makes with the string is given by–

If a simple pendulum of mass m is released from a horizontal position, find the tension in the string as a function of the angle theta with the horizontal.

A simple pendulum is released from rest with the string in horizontal position. The vertical component of the velocity of the bob becomes maximum, when the string makes an angle theta with the vertical. The angle theta is equal to

A simple pendulum is released from rest with the string in horizontal position. The vertical component of the velocity of the bob becomes maximum, when the string makes an angle theta with the vertical. The angle theta is equal to

One end of ideal string tied up with fixed suppot & other end is tied with a bob. The string is released from horizontal position. When string makes an angle of theta with vertically downward direction then the acceleration vector of bob is horizontal then theta is

One end of ideal string tied up with fixed suppot & other end is tied with a bob. The string is released from horizontal position. When string makes an angle of theta with vertically downward direction then the acceleration vector of bob is horizontal then theta is