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What is the auxiliary angle formula of high school mathematics?
Asina+bcosa = √ (A 2+B 2) sin (A+φ), where tan φ = b/a.

Deduction: A Sina+B COSA = √ (A2+B2) [A/√ (A2+B2) Sina+B/√ (A2+B2) COSA], because [A/√ (A 2+B 2)] B/√ (a 2+b 2) = sinφ, then two.