In the previous problem, particle strikes and sticks to rod. Repeat the problem (given `m lt lt M`).

Explanation

`mv=(M+m)v_(c.m.)implies v_(c.m.)=(mv)/(M+m)`
`mv(L)/(6)=I'_(c)omega=[(ML^(2))/(12)+m((L)/(6))^(2)]omega=((3M+m)L^(2)omega)/(36)`
`omega=(6mv)/((3M+m)L)`
Note: Since `m lt lt M`, location of the center of mass before and after the collision is almost at the cneter of the rod.