A conical pendulum of length L makes an angle `theta` with the vertical. The time period will be

A simple pendulum of length l is set in motion such that the bob, of mass m, moves along a horizontal circualar path , and the string makes a constant angle theta with the vertical. The time period of rotation of the bob is l and the tension in the thread is T

In a conical pendulum a small mass is revolving in horizontal circle with constant speed v at the end of the cord of length L that makes an angle theta with the vertical as shown . The value of angle theta would be (where r is the radius of circle)

A simple pendulum of length l ils pulled aside to make an angle theta with the vertical. Find the magnitude of the torque of the weitht w of the bob about the point of suspension. When is the torque zero?

A simple pendulum of length l is pulled aside to make an angle theta with the vertical. Find the magnitude of the torque of the weight w of the bob about the point of suspension. When is the torque zero?

A simple pendulum of length l is pulled aside to make an angle theta with the vertical. Find the magnitude of the torque of the weight w of the bob about the point of suspension. When is the torque zero?

A heavy small sized sphere is suspended by a string of length l . The sphere rotates uniformly in a horizontal circle with the string making an angle theta with the vertical. Then the time period of this conical pendulum is-

If the string of a conical pendulum makes an angle theta with horizontal, then square of its time period is proportional to

If the string of a conical pendulum makes an angle theta with horizontal, then square of its time period is proportional to