Velocity of the centre of a small cylinder is `v`. There is no slipping anywhere. The velocity of the centre of the larger cylinder is

Give the location of the centre of mass of a :- cylinder.

In the figure the plank resting on two cylinders is horizontal. The plank is pulled to the right such that the centre of smaller cylinder moves with a constant velocity v . Friction is large enough to prevent slipping at all surfaces. Find- (a) The velocity of the centre of larger cylinder. (b) The ratio of accelerations of the points of contact of the two cylinders with the plank.

A ladder placed on a smooth floor slips. If at a given instant the velocity with which the ladder is slipping on the floor is v_1 , and the velocity of that part of ladder which is touching the wall is v_1 , then the velocity of the centre of the ladder at that instant is:

A ladder placed on a smooth floor slips. If at a given instant the velocity with which the ladder is slipping on the floor is v_1 , and the velocity of that part of ladder which is touching the wall is v_1 , then the velocity of the centre of the ladder at that instant is:

A wheel of bicycle is rolling without slipping on a level road. The velocity of the centre of mass is v_(CM) , then true statement is

A wheel of bicycle is rolling without slipping on a level road. The velocity of the centre of mass is v_(CM) , then true statement is

A wheel of bicycle is rolling without slipping on a level road. The velocity of the centre of mass is v_(CM) , then true statement is

A hoop of radius r mass m rotating with an angular velocity omega_(0) is placed on a rough horizontal surface. The initial velocity of the centre of the hoop is zero. What will be the velocity of the centre of the hoop when it cases to slip ?