A particle of mass M strikes with a ball at speed v and returns with same speed change in linear momentum of a particle is what
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ANSWER IS 2Mv
Explanation:
LET US CONSIDER THE SIDE IN WHICH THE BALL WAS TRAVELING BEFORE COLLISION AS +VE AND THE OTHER SIDE AS NEGATIVE..
ACCORDING TO THE LAW OF CONSERVATION OF LINEAR MOMENTUM...
P1 = P2.... Intial momentum is equal to final momentum..
initial momentum = mass × initial velocity=Mv
final momentum = mass × final velocity= M×-v because we consider it as -ve direction...
Therefore change in linear momentum= P2 - P1
therefore the change is -Mv-Mv.
Magnitude wise it is 2Mv..
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