A simple pendulum of effective length 'l' is kept in equilibrium in vertical position . What horizontal velocity should be given to its bob , so that it just completes a vertical circular motion ?

A simple pendulum of mass m and length l stands in equilibrium in vertical position .The maximum horizontal velocity that should be given to the bob at the bottom so that it completes on revolution is

A simple pendulum of mass m and length l stands in equilibrium in vertical position .The maximum horizontal velocity that should be given to the bob at the bottom so that it completes on revolution is

A mass m is kept hanging by a rad of length L. What tangential velocity must be given to it so that it can just reach the top of the vertical circle ?

Two point masses m are connected the light rod of length l and it is free to rotate in vertical plane as shown in figure. Calculate the minimum horizontal velocity is given to mass so that it completes the circular motion in vertical lane.

What minimum horizontal speed should be given to the bob of a simple pendulum of length l so tht it describes a complete circle?

What minimum horizontal speed should be given to the bob of a simple pendulum of length l so tht it describes a complete circle?

What minimum horizontal speed should be given to the bob of a simple pendulum of length l so tht it describes a complete circle?

A simple pendulum has a bob of mass m and string of length R. The bob is projected from lowest position giving it a horizontal velocity just enough for it to complete the vertical circle. Let the angular displacement of the pendulum from its initial vertical position be represented by theta . Plot the variation of kinetic energy (kE) of the bob and the tension (T) in the string with theta . Plot the graph for one complete rotation of the pendulum.