Assertion: A ball is released on a rough ground in the condition shown in figure. it will start pure rolling after some time towards left side.
Reason: Friction will convert the pure rotational motion of the ball into pure rolling

Rotational Motion - Pure Rolling

Rotational Motion - Pure Rolling Problems

Rotational Motion - Pure Rolling Problems (3)

Rotational Motion - Pure Rolling Problems (2)

A solid ball of mass 'm' is released on a rough fixed inclined plane from height H . The ball will perform pure rolling on the inclined plane. Then

A solid ball of mass 'm' is released on a rough fixed inclined plane from height H . The ball will perform pure rolling on the inclined plane. Then

A rigid body I = CMR^(2) is set into a motion on a rough horizontal surface with a linear speed v_(0) in the forward direction at time t = 0 as shown in figure. After what time slipping finally stop and pure rolling starts. Find the linear speed of the body after it starts pure rolling on the surface.

A solid sphere has combined linear and rotation motion as shown in figure. The velocity of its centre of mass when it starts pure rolling is (R = radius of sphere)

A solid sphere has combined linear and rotation motion as shown in figure. The velocity of its centre of mass when it starts pure rolling is (R = radius of sphere)