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A particle is confined to move in x-direction between x=0 and x= 0, and it experiences an conservative force F(x) such that i

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d ( bx²e¯ax) F(X) =-dU(x) (a) FIx) = -ax = (abx?- 2bx ) e F(x) (b) At equilibrium , F(x) = o at x =S -as F(S) = (abs2-2bs )e

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