A collision occurs between two identical balls each of mass m, moving with velocities `vec(u)_(1)` and `vec(u)_(2)`, colliding head-on. The coefficient of restitution is 0.5. The energy lost in the collision is:

Two balls of masses 2 m and m are moving with speed 2 v_(0) and v_(0) towards each other. If the coefficient of restitution e = 1//3 , the speed of balls , if collision is head - on

Two indentical balls A and B moving with velocities u_(A) and u_(B) In the same direction collide. Coefficient of restitution is e. (a) Deduce expression for velocities of the balls after the collision. (b) If collision is perfectly elastic, what do you observe?

Two indentical balls A and B moving with velocities u_(A) and u_(B) I the same direction collide. Coefficient of restitution is e. (a) Deduce expression for velocities of the balls after the collision. (b) If collision is perfectly elastic, what do you observe?

Two indentical balls A and B moving with velocities u_(A) and u_(B) I the same direction collide. Coefficient of restitution is e. (a) Deduce expression for velocities of the balls after the collision. (b) If collision is perfectly elastic, what do you observe?

A ball of mass m is moving with velocity u and collides head on with another identical body at rest . What is the maximum possible loss of kinetic energy due to collision ?