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TRIGONOMETRIC SUBSTITUTION Integrals which contain anyone of the expressions: a2 - 12 a2+ 12 u2 - a2 where a is a positive constant and u

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TRIGONOMETRIC SUBSTITUTION Integrals which contain anyone of the expressions: a2 - 12 a2+ 12 u2 - a2 where a is a positive constant and u = f(x) . Transform the given integral into a trigonometric integral by using the following substitution: 1. If the integrand contains a - u', let u = a sin 0. Then du = a cos 0 de. 2. If the integrand contains a +us, let u = a tan 0. Then du = a sec2 0 do. 3. If the integrand contains u - a, let u = a sec 0. Then du = a sec 0 tan 0 de

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