An oscillator of mass M is at rest in its equilibrium position in a potential `V=(1)/(2)k(x-X)^(2)`. A particle of massm comes from right with speed u and collides completely inelastically with M and sticks to it. The process repeats every time the oscillator crosses its equilibrium position. The amplitude of oscilllations after 13 collisions is : (M=10, m=5, u=1 ,k=1)A. `sqrt((3)/(5))`B. `(2)/(3)`C. `(1)/(sqrt3)`D. `(1)/(2)`

An oscillator of mass M is at rest in its equilibrium position in a po

1.	An oscillator of mass M is at rest in its equilibrium position in a potential `V=(1)/(2)k(x-X)^(2)`. A particle of massm comes from right with speed u and collides completely inelastically with M and sticks to it. The process repeats every time the oscillator crosses its equilibrium position. The amplitude of oscilllations after 13 collisions is : (M=10, m=5, u=1 ,k=1)A. `sqrt((3)/(5))`B. `(2)/(3)`C. `(1)/(sqrt3)`D. `(1)/(2)`
Answer» Correct Answer - C

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