A body of mass `M_(1)` collides elastically with another mass `M_(2)` at rest. There is maximum transfer of energy when :

A ball of mass m_(1) , collides elastically and head on with ball of mass m_(2) at rest. Then

A ball of mass M_1 collides elastically and head on with another ball of mass M_2 initially at rest.When will transfer of energy from first body to second body he maximum?

A body of mass m_(1) collides elastically with another body of mass m_(2) at rest. If the velocity of m_(1) after collision is (2)/(3) times its initial velocity, the ratio of their masses is :

A body of mass m_(1) collides elastically with another body of mass m_(2) at rest. If the velocity of m_(1) after collision is (2)/(3) times its initial velocity, the ratio of their masses is :

If a body of mass m_(1) moving with velocity v_(1) collides inelastically with another mass m_(2) at rest then give the expression for loss in the K.E. of the system.

A body of mass m_(1) collides elastically with a stationary body of mass m_(2) and returns along the same line with one fourth of its initial speed, then m_(1)//m_(2)=

A body of mass m_(1) collides elastically with a stationary body of mass m_(2) and returns along the same line with one fourth of its initial speed, then m_(1)//m_(2)=

A ball of mass M_(1) collides elastically and head on with another ball of mass M_(2) initially at rest . In which the following cases the transfer of momentum will be maximum?