As shown in the figure, a 4 kg ball initially moving with horizontal velocity v strikes the wall and rebounds with 75% of its initial speed. It then undergoes head on collision with the 6 kg ball and sticks to it. If both start moving with common speed of 6 m/s, then the value of v is
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given initial velocity= v m/sec
after striking wall its velocity= 0.75v
after head on collision with 6kg ball it sticks to it and started moving with 6 m/sec ; law of conservation energy : mv= constant
4x 0.75v + 6v =(4+6)6
9v=60
v=60/9 = 6.6 m/sec
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Given, Initial velocity= v m/s
After hitting the wall, velocity= 75/100 v = 3/4 v m/s
Now, it hits the 6 kg ball which was initially at rest.
Since, total initial momentum = total final momentum
∴ m₁u₁+m₂u₂ = m₁v₁+m₂v₂
4×3/4v+6×0 = 4×6+6×6
( As 4 kg ball hits the 6 kg ball with 75% speed, i.e. 3/4 v)
3v = 60
∴ v = 20 m/s
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