Problem #PRU-61213

Problems Calculus Derivative Increasing and decreasing. Researching functions Algebra Trigonometry Trigonometry (other)

Problem

Find the largest and smallest values of the functions

a) \(f_1 (x) = a \cos x + b \sin x\); b) \(f_2 (x) = a \cos^2x + b \cos x \sin x + c \sin^2x\).