A 0.1 kg ball moving at a speed of 5 m/s + x direction collides with 0

1.	A 0.1 kg ball moving at a speed of 5 m/s + x direction collides with 0.3kg ball which is at rest. Assuming that collision is elastic find the final velocities of both the two balls.
Answer» Answer: SINCE collision is elastic relative VELOCITY of APPROACH = relative velocity of separation n 1 =v 1 /3+U 2 u 2 =2v 1 /3 Conserving momentum m 1 v 1 =−m 1 3 v 1 +m 2 v 1 /3 0.1 3 4v 1 =m 2 2v 1 /3 m 2 =0.2 kg Explanation:

A 0.1 kg ball moving at a speed of 5 m/s + x direction collides with 0.3kg ball which is at rest. Assuming that collision is elastic find the final velocities of both the two balls.

Answer»

Answer:

SINCE collision is elastic relative VELOCITY of APPROACH

= relative velocity of separation

/3+U

=2v

Conserving momentum

=−m

0.1

=0.2 kg

Explanation:

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A 0.1 kg ball moving at a speed of 5 m/s + x direction collides with 0.3kg ball which is at rest. Assuming that collision is elastic find the final velocities of both the two balls. ​

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A 0.1 kg ball moving at a speed of 5 m/s + x direction collides with 0.3kg ball which is at rest. Assuming that collision is elastic find the final velocities of both the two balls.