A particle has potential energy dependent on its position on the x axis, represented by the function U(x)=e2x+1 for all real values of x, where U(x) and x are given in standard units. The force it feels at position x=1 is closest to[Take e=2.72]

A particle has potential energy dependent on its position on the x axi

1.	A particle has potential energy dependent on its position on the x axis, represented by the function U(x)=e2x+1 for all real values of x, where U(x) and x are given in standard units. The force it feels at position x=1 is closest to[Take e=2.72]
Answer» A particle has potential energy dependent on its position on the $x$ axis, represented by the function $U (x) = e^{2 x} + 1$ for all real values of $x$ , where $U (x)$ and $x$ are given in standard units. The force it feels at position $x = 1$ is closest to [Take $e = 2.72$ ]

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A particle has potential energy dependent on its position on the x axis, represented by the function U(x)=e2x+1 for all real values of x, where U(x) and x are given in standard units. The force it feels at position x=1 is closest to[Take e=2.72]

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