A ball attached to one end of a stringj swings in a vertical plane such that its acceleration at point `A` (exterme posiuion) is eqal to its acceleration at point `B` (mean posirion), The angle `theta` is

A ball attached to one end of a string swings in a vertical plane such that its acceleration at point A (extreme position) is equal to its acceleration at point B (mean position), The angle theta is

A rod of mass m and length l suspended from a point swings in a vertica plane such that magnitude of acceleration of its C.M. at extreme points is same as that at the mean point then :

A rod of mass m and length l suspended from a point swings in a vertica plane such that magnitude of acceleration of its C.M. at extreme points is same as that at the mean point then :

A ball suspended by a thread swings in a vertical plane so that its acceleration in the extreme position and lowest position are equal. The angle  of thread deflection in the extreme position will be - 2

A ball suspended by a thread swings in a vertical plane so that its acceleration in the extreme position and lowest position are equal. The angle  of thread deflection in the extreme position will be - 2

A ball suspended by a thread swing in a vertical plane that its acceleration values in the lowest possition and the extreme postition are equal . Find the thread deffection angle in the extreme possition.

A ball suspended by a thread swing in a vertical plane that its acceleration values in the lowest possition and the extreme postition are equal . Find the thread deffection angle in the extreme possition.

A ball suspended by a thread swings ia a vertical plane so that its acceleration in the extreme position and lowest position are equal. The angle theta of thread deflection in the extreme position will be

(a) A ball, suspended by a thread, swings in a vertical plane so that its acceleration in the extreme and the lowest positions are equal. The angle θ of thread deflection in the extreme position will be ( b) The kinetic energy of a particle moving in a circle of radius R depens on the distance covered as T = as^(2) , where 'a' is a constant. Find the force acting on the particle as a function of s.

A body attached at one end of a string crosses the topmost point of a vertical circle with the critical speed Its centripetal acceleration , when the string is horizontal will be