Convergence of a Parameterized Improper Integral

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For which values of $p$ does the improper integral $\displaystyle\int_0^{1} x^p \ln x \, dx$ converge?

$\displaystyle p < 0$

$\displaystyle p > -1$

$\displaystyle p \geq -1$

$\displaystyle p \geq 0$

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