Turunan Fungsi Trigonometri Vol 1

f'(x) = 5 sin 5x

f'(x) = -5 sin 5x

f'(x) = 5 cos 5x

f'(x) = -cos 5x

y' = 6 sin 3x

y' = 3 sin 3x

y' = -6 sin 3x

y' = -3 sin 3x

y' = 4 tan² 4x

y' = 4 sec²4x

y' = -4 sec²4x

y' = -4 tan²4x

f'(x) = 20 sin 5x cos 5x

f'(x) = 20 sin 5x sin 5x

f'(x) = 20 cos 5x cos 5x

f'(x) = - 20 sin 5x cos 5x

y' = - 3 cos²x cos x

y' = 3 cos²x sin x

y' = 3 sin²x cos x

y' = -3 cos² x sin x

f'(x) = 8 tan³ 2x sec² 2x

f'(x) = -8 tan³ 2x sec² 2x

f'(x) = 8 tan² 2x sec³ 2x

f'(x) = -8 tan² 2x sec³ 2x

y' = -2 sec² ( 2x+1)

y' = 2 sec² ( 2x+1)

y' = 2 cosec² ( 2x+1)

y' = -2 cosec² ( 2x+1)

y' = (9x² + 2) sin (3x² + 2x)

y' = (9x² - 2) sin (3x² - 2x)

y' = -(9x² + 2) sin (3x² + 2x)

y' = -(9x² - 2) sin (3x² - 2x)

y' = 24x sin (3x² + 1) cos (3x²-1)

y' = 24x sin (3x² - 1) cos (3x²+1)

y' = 24x sin (3x² - 1) cos (3x²-1)

y' = 24x sin (3x² + 1) cos (3x²+1)

f'(x) =12(3x+1)³ sin (3x+1)⁴

f'(x) =12(3x+1)³ sin (3x+1)

f'(x) =-12(3x+1)³ sin (3x+1)⁴

f'(x) =-12(3x+1)³ sin (3x+1)