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This document discusses integration techniques for calculus problems. It covers: 1) Substitution integration, where making a substitution of u = g(x) allows the integral to be written as an integral of f(u) du which can then be evaluated. 2) Rationalized substitution integration, where substitutions are made to remove roots from integrals, such as substituting u = √x to evaluate integrals involving √x. 3) Partial integration, which is another technique for evaluating integrals. Common substitutions are
- Author
- Rizky Indra
- Language
- EN