In the diagram shown, the acceleration of the block `B` as shown in relative to the block A and relative to ground is `a_(BA)` and `a_(BG)` respectively. If the block A is moving towards left with an acceleration `a_(0)` then
.

In the figure shown acceleration of the block is

Find the acceleration of the block B as shown in figure- 1.95 (a) and (b) relative to the block A and relative to ground if the block A is moving toward left with acceleration a.

Find the acceleration of block B as shown in fig. (a) and (b) relative to block A and relative to ground if block A is moving toward right with acceleration a.

Find the acceleration of block B as shown in fig. (a) and (b) relative to block A and relative to ground if block A is moving toward right with acceleration a.

Find the acceleration of block B realtive to the ground if the block A moves to the left with an acceleration a_(0) .

Three blocks are kept as shown in figure Acceleration of 20 kg block with respect to ground is

Three blocks are kept as shown in figure Acceleration of 20 kg block with respect to ground is

If the blocks are moving as shown in the figure the relation between a_(1) , a_(2) and a_(3) will be.

Consider the arrangement shown in the figure. Find the acceleration of the block (a) A monkey moves upward with respect to the rope with acceleration a_(0) (b) A monkey moves downward with respect to the rope with acceleration a_(0) Assume the surface smooth, pulley and string light.