Velocity of the centre of a small cylinder is V. There is no slipping any where. The velocity of the centre of the larger cylinder is :- Mav (2) V 0) (4) None of these

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

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

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 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

If the velocity of centre of mass of a rolling body is V then velocity of highest point of that body is

If V is velocity of centre of mass of a rolling body then velocity of lowest point of that body is

A system of identical cylinders and plates is shown in Fig. All the cylinders are identical and there is no slipping at any contact. The velocity of lower and upper plates are V and 2V , respectively, as shown in Fig. Then the ratio of angular speeds of the upper cylinders to lower cylinders is