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

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

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

-A simple pendulum of is length 1 m, the bob , performs circular motion in horizontal plane. If itsstring making an angle 60^@ with the vertical, then the period of rotation of the bob will be

A coical pendulum consists of a string of length L whose upper end is fixed and another end is tied to a bob. The bob is moving in horizontal circle with constant angular speed omega such that the string makes a constant angle theta with the verticle. calculate time period T_(0) of revolution of bob in terms of L,g and theta .

A heavy & big sphere is hang with a string of length l. This sphere move in a horizontal circular path making an angle theta with vertical then its time period is

A heavy & big sphere is hang with a string of length l. This sphere move in a horizontal circular path making an angle theta with vertical then its time period is

the bob of simple pendulum is relasesd when string makes an angle theta with the vertical . If m be the mass of the bob then find the tension when the bob is at the bottiommost position .

A simple pendulum of length 1 m the bob performs circular motion in horizontal plane if its string making an angle 60 ^(@) with the verticle , then the period of rotation of the bob will be (g=10 m//s^(2)

A simple pendulum of length 1 m the bob performs circular motion in horizontal plane if its string making an angle 60 ^(@) with the verticle , then the period of rotation of the bob will be (g=10 m//s^(2)