Strategy depends on m, n: if both even, use power-reduction (cos2x formulas); if one is odd, factor out and substitute; if equation has only sin or cos, use substitution t = sin(x) or t = cos(x) to get a polynomial. Always check that |t| <= 1 for sin/cos substitutions.
Part of TRIG-01 — Trigonometric Ratios, Identities & Equations
Solving Equations of the Form sin^m(x)*cos^n(x) = k
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