7.1 Integration By Parts/51b: Difference between revisions

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\begin{align}
\begin{align}


\int\ln(x)^3dx &= x\ln(x)^3 -3\underbrace{\int\ln(x)^2dx}_{\begin{aligned}
\int\ln(x)^3dx &= x\ln(x)^3 -3\underbrace{\int\ln(x)^2dx}_{


\begin{aligned}
c &= 1 \\
c &= 1 \\
ddd &= 12 \\
ddd &= 12 \\
\end{aligned}} \\
\end{aligned}} \\
}





Revision as of 17:43, 29 November 2022





Failed to parse (unknown function "\begin{align}"): {\displaystyle \begin{align} \int\ln(x)^3dx &= x\ln(x)^3 -3\underbrace{\int\ln(x)^2dx}_{ \begin{aligned} c &= 1 \\ ddd &= 12 \\ \end{aligned}} \\ } \end{align} }