A particle of mass m1 moves with velocity v collides with .2 at rest then they get embedded
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Answer:
Total initial momentum = mv + 0 = mv
Let bodies move with velocities v1 and v2 after collision
Total final momentum = m(v1 + v2)
Linear momentum is conserved
mv = m(v1 + v2)
v = v1 + v2 -- eq 1
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Total initial KE = mv2 /2
Total final KE = m[v12 + v22 ]/2
Kinetic energy is also conserved in elastic collision.
mv2 /2 = m[v12 + v22 ]/2
v2 = v12 + v22
from eq 1
(v1 + v2)2 = v12 + v22
v12 + v22 + 2 v1v2 = v12 + v22
gives v1v2 = 0
either v1 = 0 or v2 = 0
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