Evaluating the integral:$$\int_0^1 \frac{\ln(1-x+x^2)}{x-x^2}dx $$ I've tried substitution, but got $dx=\frac{1-du}{2x}$ and not sure how to proceed.
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Cf. this question and this question – J. W. Tanner Aug 08 '24 at 21:10
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@J.W.Tanner This question appears to be a straightforward duplicate of the one you linked---am I missing something? – Travis Willse Aug 08 '24 at 21:12
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No, they are the same question. I didn't find it. Thanks! – Danny Wen Aug 08 '24 at 21:17
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Also this question – J. W. Tanner Aug 08 '24 at 21:37