Find the relation among accelerations of wedge A and the rod B supported on wedge A. Rod B is restricted to move vertically by two fixed wall comers shown in figure-1.88.

In the Fig. shown find relation between acceleration of wedge 1 and 2

Find the relation between velocity of rod and that of wedge at any instant .

Find the relation among the acceleration of blocks A and B constrained to move along the inclined surfaces of the fixed wedge shown in figure

Neglect friction. Find acceleration of m, 2 m and 3 m as shown in the figure. The wedge is find.

A vertical rod of mass m is kept on a wedge of mass M. If a horizontal force F acts on the wedge and the rod is constrained to move vertically, after releasing the rod-wedge system, (a) find their speeds when the wedge moves through a distance x. (b) What is the power delivered by the rod on the wedge aftre a time t measured from the instant of release?

A rod 'A' constrained to move in vertical direction rests on a wedge B, as shown in the Fig. Find the accelerations of rod A and wedge B instantaneously after system is released from rest, neglecting friction at all the contact surfaces.

Let a_(1) & a_(2) are the acceleration of A & B. Let b_(1) & b_(2) the acceleration of C & D relative to the wedges A and B respectively, choose the right relation. (directions of a_(1), a_(2), b_(1) & b_(2) are shown in figure below) :

Find the speed of the block B when the wedges A and C are moving toward each other with speed v and the strings connected to block make and angle theta with the vertical, as shown in figure

Find the accelerations of rod A and wedge B in the arrangement shown in figure if the ratio of the mass of the wedge to that of the rod equals eta , and the friction between all contact surfaces is negligible.