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- Find each integral by parts.\displaystyle\int \dfrac{\ln x}{\sqrt{x}}\,dx\displaystyle\int \arctan 3x\,dx
- Find (6x + 7) 2x\,dx.
- Evaluate each definite integral exactly, using the definite form of integration by parts.
- Use tabular integration to find x²(x - 3)^6\,dx.
- Let I = e^-x 3x\,dx.
- This problem finds x(x + 1)\,dx for x > -1 in two ways, with u = (x + 1) and dv = x\,dx both times.
- Arjun's astronomy club counts meteors during a shower.
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Integration by parts: the lesson ›More Chapter 1 worksheets: Integration techniques
- 1.1Integration by parts
- 1.2Trigonometric integrals
- 1.3Trigonometric substitution
- 1.4Integration by partial fractions
- 1.5Choosing an integration technique