A disc of radius `R` and mass `M` is under pure rolling under the action of a force `F` applied at the topmost point as shown in figure. There is sufficient friciton between the disc and the horizontal surface. The acceleration is given as

A ring of mass m and radius R is acted upon by a force F as shown in the figure. There os sufficient friction between the ring and the ground. The force of friciton force necessary for pure rolling is

A ring of mass m and radius R is acted upon by a force F as shown in the figure. There os sufficient friction between the ring and the ground. The force of friciton force necessary for pure rolling is

A mass m rests under the action of a force F as shown in the figure-2.158 on a horizontal surface. The coefficient of friction between the mass and the surface is mu . The force of friction between the mass and the surface is :

Will the ring roll purely if force F is applied in between topmost point and centre and the surface is smooth.

Will the ring roll purely if force F is applied in between topmost point and centre and the surface is smooth.

A mass m is at rest under the action of a force F. as shown in the figure, on a horizontal surface. The coefficient of friction between mass and surface is u. Then, find the correct choice(s)

A force F is applied at the centre of a disc of mass M. The minimum value of coefficient of friction of the surface for rolling is

A force F is applied at the centre of a disc of mass M. The minimum value of coefficient of friction of the surface for rolling is

A disc of mass m lies flat on a smooth horizontal table. A light string runs halfway around it as shown in figure. One end of the string is attached to a particle of mass m and the other end is being pulled with a force F. There is no friction between the disc and the string. Find acceleration of the end of the string to which force is being applied.