2 Animated Videos | 18 Structured Questions.

Max height above the ground at which the block can be placed without slipping?

Min coefficient of friction between the rope and the table for the rope to be in equilibrium?

Max value of the horizontal force F so that all four blocks can move with the same acceleration?

Draw a free body diagram of mass M, clearly showing all the forces.

What is the minimum possible value of F ?

Acceleration of the block relative to the ground?

Find the acceleration ff block m2 in the situation as shown in fig.?

Find the min. & max. 'F' that can be applied in order to keep smaller block at rest.

Min acceleration of the man so that the plank does not slip on the surface?

Minimum value of _?

Initial acceleration of the upper block?

Shape of the path of particle in a reference frame attached to the belt ?

Max value of v2 such that the particle does not fall off the belt.

Coordinates of the point where the sliding stops?

Acceleration of the block with respect to disc.

Max acceleration with which the wedge can be moved in x_direction so that the block does not slide on the wedge?

Min value of _ so that the block does not slide inside the groove?

Min coefficient of friction between the incline surface and block A such that the system remains at rest?