In the shown figure, the mass in sticks to the string just after it strikes it. Then the minimum value of h, so that the lower mass bounce off the ground during 'its rebound is:

A block of mass m is dropped onto a spring of constant k from a height h . The second end of the spring is attached to a second block of mass M as shown in figure. Find the minimum value of h so that the block M bounces off the ground. If the block of mass m sticks to the spring immediately after it comes into contact with it.

A block of mass m is dropped onto a spring of constant k from a height h . The second end of the spring is attached to a second block of mass M as shown in figure. Find the minimum value of h so that the block M bounces off the ground. If the block of mass m sticks to the spring immediately after it comes into contact with it.

A spring mass system is held at rest with the spring relaxed at a height (H) above the ground. Determine the minimum value of (H) so that the systen has a tendency to rebound after hitting the ground. Given that the coefficient of restitution between (m_(2)) and ground is zero. .

A spring mass system is held at rest with the spring relaxed at a height (h) above the ground. Determine the minimum value of (H) so that the systen has a tendency to rebound after hitting the ground. Given that the coefficient of restitution between (m_(2)) and ground is zero. .

A block of mass m resting on a wedge of angle theta as shown in the figure. The wedge is given an acceleration a. What is the minimum value of a so that the mass m falls freely ?

A body of mass m tied to a string of lrngth r is at its lowest position . What should be the minimum speed given to it so as just to complete one revolution ?

A body of mass m tied to a string of length r is at its lowest position. What should be the minimum speed given to it so as just to complete one revolution ?