A block A and wedge B connected through a string as shown. The wadge B is moving away from the wall with acceleration `2m//s^(2)` horizonally and acceleration of block A is vertical upwards. Then

A block A and wedge B connected through a string as shown. The wedge B is moving away from the wall with acceleration 2m//s^(2) horizontally and acceleration of block A is vertical upwards. Then

Block A is moving away from the wall at a speed v and acceleration a.

Block A is moving away from the wall at a speed v and acceleration a.

Block A is moving away from the wall at a speed v and acceleration a.

Block C shown in figure-1.79 is going down at acceleration 2 m//s^(2) . Find the acceleration of blocks A and B.

If the wedge A shown in figure-1.93, is moving toward left with acceleration 3 m/s^(2) , find the net acceleration of block B which is constrainedtoslide along the wedge surface. (theta=30^(@))

If the blocks A and B are moving towards each other with accelerations a and b shown in fig. find the net acceleration of block C.

If the blocks A and B are moving towards each other with accelerations a and b shown in fig. find the net acceleration of block C.

A ring of mass m connected through a string of length L with a block of mass M. If the ring is moving up with acceleration a_(m) and a_(M) is the acceleration of block. The relation between a_(m) and a_(M) is.