[" Find the displacement of the wedge when "^(5)m^(3)" comes out "],[" the wedge.There is no friction anywhere."]

Find the displacement of the wedge when m comes out of the wedge. There is no friction anywhere.

In the system shown, the initial acceleration of the wedge of mass 5M is (there is no friction anywhere)

In the system shown, the initial acceleration of the wedge of mass 5M is (there is no friction anywhere)

Calculate the displacement of the wedge when the hall reaches at the bottom of the groove,

Calculate the displacement of the wedge when the hall reaches at the bottom of the groove,

A block of mass m is kept on a wedge of mass M . Initially the system is held. At certain time the system is released and the wedge is observed to move with acceleration A on inclined surface as shown. There is no friction anywhere. The acceleration of block (m) with respect to wedge (M) will be. .

A ball of mass M is in equilibrium between a vertical wall and the inclined surface of a wedge. The inclination of the wedge is theta = 45^(@) and its mass is very small compared to that of the ball. The coefficient of friction between the wedge and the floor is mu and there is no friction elsewhere. Find minimum value of mu for which this equilibrium is possible