A body A of mass 2M is placed on a smooth horizontal surface and a small block B of mass M is placed at the top of the body, starting from rest, block B slides down on smooth surface of A, at instance when block B leaves A, the speed v of A
Mv=2Mu+(M+2M)v,Mv= 2Mu+(M+2M)v,Mv=2Mu+(M+2M)v,
Mv22=2Mu22+(M+2M)v22,\frac{Mv^2}2=\frac{2Mu^2}2+\frac{(M+2M)v^2}2,2Mv2=22Mu2+2(M+2M)v2,
u=v2M2(M+2M)=13v.u=v\frac{2M}{2(M+2M)}=\frac 13v.u=v2(M+2M)2M=31v.
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