Consider a sphere of mass 'm' radius 'R' doing pure rolling motion on a rough surface having velocity `vec(v)_(0)` as shown in the figure. It makes an elastic impact with the smooth wall and moves back and starts rolling after some time again.

A rolling body of mass m and radius R is rolling on a rough surface without any pulling force as shown in figure. What happens when it enters on a smooth surface?

A solid sphere of mass m and radius R rolls without slipping on a horizontal surface such that v_(c.m.)=v_(0) .

An object of mass M and radius R is performing pure rolling motion on a smooth horizontal surface under the action of a constant force F as shown in Fig. The object may be

A uniform ring of mass m and radius R is in uniform pure rolling motion on a horizontal surface. The velocity of the centre of ring is V_(0) . The kinetic energy of the segment ABC is:

A solid sphere rolls without slipping on a rough horizontal floor, moving with a speed v . It makes an elastic collision with a smooth vertical wall. After impact

A cylinder rolls without slipping on a rough floor, moving with a spped v . It makes an elastic collision with smooth vertical wall. After impact

A sphere of mass M and radius R is moving on a rough fixed surface, having coefficient of friction mu . as shown in Fig. It will attain a minimum linear velocity after time v_(0)gtomega_(0)R)

A solid shperical ball of mass m and radius R is present on a rough horizontal surface. A person hit the ball at distance h above the centre of the ball as shown in the figure. Find out the h such that the ball starts pure rolling just after impact.