A steel ball of mass 2m suffers one-dimensional elastic collision with a row of three steel balls, each of mass m. If mass
2m has collided with velocity v and the three balls numbered 1, 2, 3 were initially at rest, then after the collision
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Since the collision is elastic we can apply law of conservation of momentum and check each option.
For eq, as per option A, applying law of conservation of momentum
2mv=m
3
v
+m
3
v
+m
3
v
2v=v which is not possible , so option A is incorrect
Similarly option B is incorrect
Looking at option C,
2mv=mv+mv which is possible, hence option C is correct
As per option C only ball 1 and ball of mass 2m would remain at rest after collision.
Hence, option D is also correct.
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goA steel ball of mass 2m suffers one-dimensional elastic collision with a row of three steel balls, each of mass m. If mass
2m has collided with velocity v and the three balls
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