Ответ:
12cos^3(3x) × (-sin(3x))
Объяснение:
f (x) = cos^4(3x)
f ` (x) = (cos^4(3x)) ` = 4cos^3(3x) × (cos(3x)) ` = 4cos^3(3x) × (-sin(3x)) × (3x) ` = 4cos^3(3x) × (-sin(3x)) × 3 = 12cos^3(3x) × (-sin(3x))
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Ответ:
12cos^3(3x) × (-sin(3x))
Объяснение:
f (x) = cos^4(3x)
f ` (x) = (cos^4(3x)) ` = 4cos^3(3x) × (cos(3x)) ` = 4cos^3(3x) × (-sin(3x)) × (3x) ` = 4cos^3(3x) × (-sin(3x)) × 3 = 12cos^3(3x) × (-sin(3x))