?Find the values of ${p}$ for which the integral converges and evaluate the integral

Chapter 7, Problem 70

(choose chapter or problem)

Find the values of ${p}$ for which the integral converges and evaluate the integral for those values of $\mu$.

$\int_{e}^{\infty} \frac{1}{x(\ln x)^{p}} d x$

Equation Transcription:

$\mu{}$

∫ ${\ }_{e}^{\infty{}}$ $\frac{1}{x(ln\ x{)}^{p}}$ dx

Text Transcription:

integral _e ^infinity 1/x(ln x)^p dx

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?Find the values of \({p}\) for which the integral converges and evaluate the integral