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A Particle Experiences a Force Given by F(x)= α -

Question 45

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A particle experiences a force given by F(x) = α - βx3.Find the potential field U(x) the particle is in.(Assume that the zero of potential energy is located at x = 0.)


A) U(x) = -αx + A particle experiences a force given by F(x) = α - βx<sup>3</sup>.Find the potential field U(x) the particle is in.(Assume that the zero of potential energy is located at x = 0.)  A) U(x) = -αx +   x<sup>4</sup> B) U(x) = αx -   x<sup>4</sup> C) U(x) = 3βx<sup>2</sup> D) U(x) = -3βx<sup>2</sup> x4
B) U(x) = αx - A particle experiences a force given by F(x) = α - βx<sup>3</sup>.Find the potential field U(x) the particle is in.(Assume that the zero of potential energy is located at x = 0.)  A) U(x) = -αx +   x<sup>4</sup> B) U(x) = αx -   x<sup>4</sup> C) U(x) = 3βx<sup>2</sup> D) U(x) = -3βx<sup>2</sup> x4
C) U(x) = 3βx2
D) U(x) = -3βx2

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