Block `A` of the mass `M` in the figure is released from rest when the extension in the spring is `x_(0)`. The maximum downwards displacement of the block is (assume `x_(0) lt Mg//k`).

Block A in the figure is released from the rest when the extension in the spring is x_(0) . The maximum downward displacement of the block will be :

Block A in the figure is released from the rest when the extension in the spring is x_(0) . The maximum downward displacement of the block will be :

Block A in the figure is released from rest when the extension in the spring is x_(0)(x_(0) lt mg//k) . The maximum downward displacement of the block is (there is no friction) :

Block A in the figure is released from rest when the extension in the spring is x_(0)(x_(0) lt mg//k) . The maximum downward displacement of the block is (there is no friction) :

In figure, the stiffness of the spring is k and mass of the block is m . The pulley is fixed. Initially, the block m is held such that the elongation in the spring is zero and then released from rest. Find: a. the maximum elongation in the spring. b. the maximum speed of the block m . Neglect the mass of the spring and that of the string. Also neglect the friction.

In figure, the stiffness of the spring is k and mass of the block is m . The pulley is fixed. Initially, the block m is held such that the elongation in the spring is zero and then released from rest. Find: a. the maximum elongation in the spring. b. the maximum speed of the block m . Neglect the mass of the spring and that of the string. Also neglect the friction.

The block shown in figure is released from rest. Find out the speed of the block when the spring is compressed by 1 m