Integral of cos^
2wtdt
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Answer:
t/2 - sin(2wt)/4w + C
Explanation:
This can best be handled by using a double angle formula to substitute for sin^2(wt)
sin^2(wt) = (1-cos(2wt))/2 = 1/2 - cos(2wt)/2.
Now just integrate each part to get
t/2 - sin(2wt)/4w + C as your answer
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