The block B starts from rest and slides on the wedge A which can move on a horizontal surface, Neglecting friction, determine (a) the acceleration of wedge, (b) the acceleration of the block relative to the wedge.

The minimum value of acceleration of wedge for which the block start sliding on the wedge, is:

A 6 kg block B rests as shown on the upper surface of a 15 kg wedge A . Neglecting friction , determine immadiately after the system is released from rest (a) the acceleration of A (b) the acceleration of B relative to A (take g = 10 m//s^(2))

Wedge of 10 kg is free to move on horizontal surface. At the given instant, acceleration of wedge is (string and pulleys are ideal)

Figure shows a block A constrained to slide along the inclined plane of the wedge B shown. Block A is attached with a string which passes through three ideal pulleys and connected to the wedge B. If wedge is pulled toward right with an acceleration a, find (a) the acceleration of the block with respect to wedge (b) the acceleration of the block with respect to ground.

Two blocks of mass m and 2m are arranged on a wedge that is fixedd on a horizontal surface. Friction coefficient between the block and wedge are shown . Find the magnitude of acceleration of two blocks.

For no friction to act on a block kept on an accelerating wedge as shown in figure, acceleration a of the wedge should be -

In the arrangement shown in the fig. the block of mass m lies on the wedge. Wedge is moving with acceleration a = 5 m/sec Find the wedge acceleration of the block with respect to wedge.

In the arrangement shown in the fig. the block of mass m lies on the wedge. Wedge is moving with acceleration a = 5 m/sec . Find the wedge acceleration of the block with respect to wedge.

A wedge is placed on the smooth surface of a fixed incline having inclination theta with the horizontal. The vertical wall of the wedge has height h and there is a small block A on the edge of the horizontal surface of the wedge. Mass of the wedge and the small block are M and m respectively. (a) Find the acceleration of the wedge if friction between block A and the wedge is large enough to prevent slipping between the two. (b) Find friction force between the block and the wedge in the above case. Also find the normal force between the two. (c) Assuming there is no friction between the block and the wedge, calculate the time in which the block will hit the incline.

A block of mass m is placed at the bottom of a massless smooth wedge which if placed on a horizontal surface. When we push the wedge with a constant force, the block moves up the wedge. Find the work done by the external agent when the block has a speed v and is reaches the top of the wedge.