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Antiderivative of sec^5(x) (HD Version)

Calculus: Integration by parts is used twice to compute the antiderivative of sec^5(x), which we label as I. The method used applies to any antiderivative of sec^{odd}(x). Then we show to use the method to compute the antiderivative of sec^{odd}(x) tan^{even}(x).
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