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Question

two bodies of equal masses moving with different velocities in the same straight line undergoes elastic collision. show that they exchange their velocities after collision?

which derivation should we mention elastic collision in one dimension or elastic collision in two dimensions

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Solution

Let the body of mass m1 moving with velocity u1 moves with velocity v2 after collision with the body of mass m2 which was moving with velocity u2 and which after collision attains a velocity v2.
v1(m1m2)m1+m2u1+2m2m1+m2u2
And,
v2=2m1m1+m2u1(m1+m2)m1+m2u2
When m1=m2=m
v1=02mu1+2m2mu2=u2
And
v2=2m2mu102mu2=u1
Thus, the bodies exchange speeds after collision.

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