A solid cylinder and a hollow cylinder, both of the same mass and same external diameter are released from the same height at the same time on an inclined plane. Both roll down without slipping. Which one will reach the bottom first ?

A hollow cylinder and a solid cylinder having the same mass and diameter are released from rest simultaneously from the top of an inclined plane. They roll without slipping which will reach the bottom firstly

Two spheres of unequal masses but of the same radii are released from the top of a smooth inclined plane. They roll down the plane without slipping. Which one will reach the bottom first?

A solid cylinder and a solid sphere, both having the same mass and radius, are released from a rough inclined plane of inclination theta one by one. They roll on the inclined plane without slipping. The force of friction that acts

A solid cylinder and a solid sphere, both having the same mass and radius, are released from a rough inclined plane of inclination theta one by one. They roll on the inclined plane without slipping. The force of friction that acts

Solid sphere, hollow sphere, solid cylinder and hollow cylinder of same mass and same radii are simultaneously start rolling down from the top of an inclined plane. The body that takes longest time to reach the bottom is

Solid sphere, hollow sphere, solid cylinder and hollow cylinder of same mass and same radii are simultaneously start rolling down freely on an inclined plane. The body with maximum acceleration is

A solid sphere and a solid cylinder having the same mass and radius, rolls down the same incline. The ratio of their acceleration will be

A solid sphere and a solid cylinder having the same mass and radius, rolls down the same incline. The ratio of their acceleration will be

Assertion : A solid sphere and a ring of same mass and radius are released simultaneously from the top of an inclined surface. The two objects roll down the plane without slipping. They reach the bottom of the incline with equal linear speeds Reason : Decrease in potential enery for both is the same.