Angular velocity of a smooth sphere A moving on a frictionless horizontal surface is omega and the velocity of its centre of mass is v. When it undergoes elastic head on collision with another identical sphere B at rest then the angular velocities of the two spheres become omega_(A) and omega_(B) respectively. If friction is neglected, the relation between omega_(A) and omega_(B) will be

Angular velocity of a smooth sphere A moving on a frictionless horizon

1.	Angular velocity of a smooth sphere A moving on a frictionless horizontal surface is omega and the velocity of its centre of mass is v. When it undergoes elastic head on collision with another identical sphere B at rest then the angular velocities of the two spheres become omega_(A) and omega_(B) respectively. If friction is neglected, the relation between omega_(A) and omega_(B) will be
Answer» `omega_(A) ltomega_(B)` `omega_(A) =omega_(B)` `omega_(A) OMEGA` `omega_(B) omega` ANSWER :C