A particle of mass m moves in a force field such that its potential energy in force field is defined by the equation `U = +A (x-a)^(2) (x-b)^(2)`. Where A, a and b are `+ve` constants then body may oscillate simple harmonically about point.A. a onlyB. a and b bothC. only `(a+b)/(2)`D. b only

A particle of mass m moves in a force field such that its potential en

1.	A particle of mass m moves in a force field such that its potential energy in force field is defined by the equation `U = +A (x-a)^(2) (x-b)^(2)`. Where A, a and b are `+ve` constants then body may oscillate simple harmonically about point.A. a onlyB. a and b bothC. only `(a+b)/(2)`D. b only
Answer» Correct Answer - B the point `x=a` and b are stable equilibrium point.

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A particle of mass m moves in a force field such that its potential energy in force field is defined by the equation `U = +A (x-a)^(2) (x-b)^(2)`. Where A, a and b are `+ve` constants then body may oscillate simple harmonically about point.A. a onlyB. a and b bothC. only `(a+b)/(2)`D. b only

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