Answer Happy • By using integration by parts, one can prove the following reduction formula. [(In(x) dx = x(in(x))" - nf (in(x))^-1 dx

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Answer Happy • By using integration by parts, one can prove the following reduction formula. [(In(x) dx = x(in(x))" - nf (in(x))^-1 dx

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By using integration by parts, one can prove the following reduction formula. [(In(x) dx = x(in(x))" - nf (in(x))^-1 dx

Posted: Mon Jul 11, 2022 11:02 am

by answerhappygod

: By Using Integration By Parts One Can Prove The Following Reduction Formula In X Dx X In X Nf In X 1 Dx 1 (11.3 KiB) Viewed 52 times

By using integration by parts, one can prove the following reduction formula. [(In(x) dx = x(in(x))" - nf (in(x))^-1 dx Use this formula to find 6 (In(x))³ dx. (Use C for the constant of integration.)