The velocity v(x) of a particle moving in one dimension is given by v(x)=v, sin where...

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The velocity v(x) of a particle moving in one dimension is given by v(x)=v, sin where Xo V, and x, are positive constants of appropriate dimensions. If the particle is initially at x/x =, where e <1, then, in the long time, it (a) Executes an oscillatory motion around x = 0 (b) Tends towards x = 0 (c) Tends towards x = x (d) Executes an oscillatory motion around x= x The velocity v(x) of a particle moving in one dimension is given by v(x)=v, sin where Xo V, and x, are positive constants of appropriate dimensions. If the particle is initially at x/x =, where e <1, then, in the long time, it (a) Executes an oscillatory motion around x = 0 (b) Tends towards x = 0 (c) Tends towards x = x (d) Executes an oscillatory motion around x= x

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