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Trigonometric integrals can be solved with either identities and al- gebra Chap 4. methods,
u-sub, or integration by parts. Apply our already established integration strategies (SEE Integration Module - OMIT trigonometric substitution and partial fraction decomposition for now) to evaluate the following trigonometric integrals: (a)
\int_0^(\pi ) cos^(141)(x)sin^(2)(x)dx(b)
\int sin(x+1)cos^(2)(x+1)sin(x+1)dx(c)
\int tan^(6)(u)sec^(4)(u)du(d)
\int tan^(2)(x)sec(x)dx