A ball of mass m is suspended from a thread of length L. The ball is moved up from the position of equilibrium to the suspension point A as shown and is then released. At what value of 0 will the thread be broken if it can with stand twice the weight of the ball? What will be the trajectory of the ball after the thread is broken?
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the point of suspension be shifted with velocity v
in the horizontal direction towards left then in the rest frame of point of suspension the ball starts with same velocity horizontally towards right. Let us work in this, frame. From Newton's second law in projection form towards the point of suspension at the upper most point (say B)the point of suspension be shifted with velocity v
A
in the horizontal direction towards left then in the rest frame of point of suspension the ball starts with same velocity horizontally towards right. Let us work in this, frame. From Newton's second law in projection form towards the point of suspension at the upper most point (say B)
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