Chain Rule Integration

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Chain rule integration is a very important tool used in calculus. Chain rule integration is defined as the U substitution. This u substitution is the counter part of the chain rule. Chain rule as such is used to differentiate composite functions, but integation with the chain rule is just the opposite. Here instead of taking differentiation we need to take the integration. This chain rule integration is true for trigonometric function also. This chain rule integration is given as:






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