In the figure shown all the surface are smooth. All the blocks A,B and C are movable x-axis is horizontal and y-axis vertical as shown. Just after the system is relased from the position as shown.

In the figure shown all the surface are smooth. All the blocks A, B and C are movable, x-axis is horizontal and y-axis verticle as shown. Just after the system is released from the position as shown.

In the figure shown A and B are free to move . All the surface are smooth. Mass of A is m . Then

In the figure shown A and B are free to move . All the surface are smooth. Mass of A is m . Then

In the system shown in the diagram all surfaces are smooth, pulley and strings are ideal. If vec( a_(A)) and vec( a_(B)) are the accelerations of the two blocks, then just after the system is released from rest, then choose correct statement(s) :

A rod and a block are of same mass. Initially rod is in horizontal position. What will be acceleration of tip of the rod just after the system is released from this position shown in figure.

In the figure shown , all surface are smooth . Acceleration of mass '4m' , when the system Is released from rest will be

In the shown figure, if all the surface are smooth and the two masses are allowed to move then center of mass of the system will move

In the shown figure, if all the surface are smooth and the two masses are allowed to move then center of mass of the system will move

In the system shown in figure, all surfaces are smooth, pulley and strings are massless. Mass of both A and B are equal. The system is released from rest. (a) Find the veca_(A). veca_(B) immediately after the system is released. veca_(A) "and" veca_(B) are accelerations of block A and B respectively. (b) Find veca_(A) immediately after the system is released.

All the surfaces are smooth as shown in figure. The acceleration of mass m relative to wedge is :