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Integration by Parts |
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| Feb20-08, 09:57 AM | #1 |
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Integration by Parts
1. The problem statement, all variables and given/known data
Got an exam later today on this, just looking for some practice. I know this is kinda reverse of what the forum is intended for, but I'd like to ask for people to post some problems that I can solve via Integration by Parts. Just like 5 or so. 2. Relevant equations Integral(u dv) = uv - Integral(v du) |
| Feb20-08, 10:38 AM | #2 |
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[tex]\int\frac{r^3}{\sqrt{4+r^2}}dx[/tex]
[tex]\int\ln \sqrt{1+x^2}dx[/tex] [tex]\int\sec^{3}xdx[/tex] [tex]\int\sec^{5}xdx[/tex] [tex]\int x\tan^{-1}xdx[/tex] |
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