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Integration Review

Trig Integrals

In mathematics, a trigonometric integral is an integral of a function of one variable, often trigonometric functions, over a closed interval of length 2?. The function must be piecewise continuous and must be zero at the endpoints of the interval. Such integrals are used in the definition of the Fourier series, and are also useful in many other applications. The most important case is the case of the Fourier series, where the integral is the Fourier integral, and is the basis for the Fourier transform.

Jessica Wellington

Integration Review - Intro

Definite vs Indefinite

Integration Review - Usub

Trig Integrals

Usub Definite