In the system shownin Fig. 2E.5 (a), block `m_(2)` is being prevented from descending by pulling `m_(1)` to the right with force F. Assuming all the surfaces to be surfaces to be frictionless, find F.

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.

As per the diagram given in fig. The free-body diagram of M is fig. (correct or incorrect). Assume all surface are frictionless.

As per the diagram given in fig. The free-body diagram of M is fig. (correct or incorrect). Assume all surface are frictionless.

Figure-2.57 shows a large block of mass M, supporting two small mass m_(1) and m_(2) , connected by a light, frictionless thread. A force F is acting on M, such that the block m_(1) is sliding down, with an acceleration a_(1) . Find the force F applied on M and also the acceleration of M. Assuming all surfaces are frictionless.

Find the mass of the hanging block in which will prevent the smaller block of mass m from slipping over the triangular block of mass M. All the surfaces are frictionless and the strings and the pulleys are light

Find the mass (in kg) of the hanging block which will prevent the smaller block from slipping over the triangular block. All the surfaces are frictionless and the strings and the pulleys are light. Given m=M=1kg,cottheta=2 ,