Two particles of mass m and 2m moving in opposite direction collides elastically with velocities va
2v. Find their velocities after collision
a) (Оv. 3v)
b) (3v, Ov)
c) (2v, 3v)
d
Answers
Answered by
3
Answer:
I think section (c)
Explanation:
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Answered by
1
Explanation:
Let the final velocities of M and 2m bc ν 1
and ν 2 respectively.
By conservation of momentum, we get m(2ν)
2 m(−ν)=m(ν 1 )+2m(ν )
or 0=mν
1 +2mν
2or ν 1 +2ν 2 =0
and since the collision is elastic,
ν 2 −ν 1 =2ν−(−ν)
or ν 2 −ν 1 =3ν
Solving the above two equations, we get
ν 2 =ν and ν 1
=−2ν
That is, mass 2m returns with velocity ν while mass m returns with velocity 2ν in the direction.
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