[Solution] Evaluate y^prime at the given value of x. y=(e^x)/(ln x), x=e^n . y=(x+3)^ln x, x=1 . y=[(2^5 x(x^2-3 x+5)^1/3)/((x^2-3 x+7)^3)]^-1,

Question: Evaluate $y^{\prime}$ at the given value of $x$.

\[y=\frac{e^{x}}{\ln x}, \quad x=e^{n} .\]
\[y=(x+3)^{\ln x}, \quad x=1 .\]

\[y=\left[\frac{2^{5 x}\left(x^{2}-3 x+5\right)^{\frac{1}{3}}}{\left(x^{2}-3 x+7\right)^{3}}\right]^{-1}, \quad x=0\]

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[Solution] Evaluate y^prime at the given value of x. y=(e^x)/(ln x), x=e^n . y=(x+3)^ln x, x=1 . y=[(2^5 x(x^2-3 x+5)^1/3)/((x^2-3 x+7)^3)]^-1,

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