A block is released from height `h`, find the maximum compression of spring of spring constant `k`.

A block of mass m is released from rest at point A. The compression in spring (force constant k) when the speed of block is maximum is found to be (nmg cos theta)/(4k) . What should be the value of n?

A block of mass m is released from rest at point A. The compression in spring (force constant k) when the speed of block is maximum is found to be (nmg cos theta)/(4k) . What should be the value of n?

A 700 g block is released from rest at height h_(0) above a vertical spring with spring constant k=450N//m and negligible mass. The block sticks to the spring and momentarily stops after compressing the spring 19.0 cm. How much work is done (a) by the block on the spring and (b) by the spring on the block ? (c) What is the value of h_(0) ? (d) If the block were released from height 2.00h_(0) above the spring, what would be the maximum compression of the spring ?

A slab S of mass m released from a height h_(0) , from the top of a spring of force constant k . The maximum compression x of the spring is given by the equation.

In an ideal pulley particle system, mass m_2 is connected with a vertical spring of stiffness k . If mass m_2 is released from rest, when the spring is underformed, find the maximum compression of the spring.

In an ideal pulley particle system, mass m_2 is connected with a vertical spring of stiffness k . If mass m_2 is released from rest, when the spring is underformed, find the maximum compression of the spring.

Find maximum compression is the spring from the given figure.

A block of mass m = 2.0 kg is dropped from height h = 40 cm onto a spring of spring constant k = 1960 N//s . Find the maximum distance through which the spring is compressed. Take g = 9.8 m//s^(2)

A body of mass m is released from a height h to a scale pan hung from a spring. The spring constant of the spring is k , the mass of the scale pan is negligible and the body does not bounce relative to the pan, then the amplitude of vibration is

A block of mass m is released from a height h from the top of a smooth surface. There is an ideal spring of spring constant k at the bottom of the track. Find the maximum compression in the spring (Wedge is fixed)