4752 Evaluate the integral using tabular integration by parts. The study of sawtooth

Chapter 7, Problem 60

(choose chapter or problem)

The study of sawtooth waves in electrical engineering leads to integrals of the form

$\int_{-\pi / \omega}^{\pi / \omega} t \sin (k \omega t) d t$

where k is an integer and $\text { \omega }$ is a nonzero constant. Evaluate the integral.

Equation Transcription:

$\int\limits_{-\pi{}/\omega{}}^{\pi{}/\omega{}}t\ sin(k\omega{}t)dt$

Text Transcription:

integral_-pi/omega ^pi/omega t sin (k omega t) dt

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