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Integrals of the Form non-negative integers.
Case I Either Index Odd
Express the integer and as the product of either
(i) sin x and a polynomial in cos x or
(ii) cos x and a polynomial in sin x.
Put cos x or sin x = t and then solve.
Index
6.1 Anti-derivatives (indefinite Integral) 6.2 Integration of Some Trigonometric Functions 6.3 Methods of Integration 6.4 Substitution and change of variables 6.5 Some Standard Substitutions 6.6 Integration by Parts 6.7 Integration by Partial Extractions Chapter 7