Block A is given an acceleration `12 ms^(-2)` towards left as shown in fig. Assuming block B always remains horizontal, find the acceleration (in `ms^(-2)`) of B.

Wedge B is pulled by an acceleration 2g towards left. Find the acceleration of block A-

In the arrangement shown, all strings are light and inextensible, pulleys light and smooth. All surfaces are smooth. The block A moves on smooth horizontal surface towards left at a . 12 ms^(-2) The block B always remain in horizontal position. Acceleration block B is

The acceleration of block is( g=10 ms-2)

The system shown in the Fig. is given an acceleration 'a' towards left. Assuming all the surfaces to be frictionless, find the force on the sphere.

The masses of the blocks A, B and C shown in fig (a) are 4 kg, 2kg and 2 kg respectively Block A moves with an acceleration of 2.5 ms^(-2) a. Block C is removed from its in position and placed on block A fig (b). What is now the acceleration of block C ? b. The position of the block A and B subsequently interchanged find the new acceleration of C . The coefficient of friction is the same for all the conect surface.

If block A is moving with an acceleration of 5ms^(-2) , the acceleration of B w.r.t. ground is

If block A is moving with an acceleration of 5ms^(-2) , the acceleration of B w.r.t. ground is

If block A is moving with an acceleration of 5ms^(-2) , the acceleration of B w.r.t. ground is

If block B moves towards right with acceleration b, find the net acceleration of block A.

If block B moves towards right with acceleration b, find the net acceleration of block A.