Integration techniques refer to various methods used to find the antiderivative of a function. These methods help in evaluating definite and indefinite integrals.
Think of integration techniques as different tools in a toolbox. Each tool is designed for a specific type of problem, just like each integration technique is suited for different types of functions.
Substitution: Substitution is an integration technique that involves replacing variables with new ones to simplify the integral.
Integration by Parts: Integration by parts is an integration technique that allows you to split the integrand into two parts and apply a formula to evaluate the integral.
Partial Fractions: Partial fractions is an integration technique used when the integrand can be decomposed into simpler fractions. It helps in simplifying complex integrals.
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