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Student XII IPA
Tentukan turunan pertama dari fungsi fungsi berikut a. f(x) = sin x . COS X b. f(x) = tan x c. y = cos x (1 + sin x) d. y= ( sin x) T
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Student XII IPA
RUMUSHITUNG.COM Rumus Turunan Fungsi Aljabar dan Trigonometri • f(x) = k→ f'() = 0 (k = konstanta) • f(x) = x → f'(x) = 1 • f(x) = kx f(x) = k f(x) = x" — f'(x) = n.xn-1 f(x) = kx" — f'() = k. n.xn-1 • f(x) = U + V → f(x) = U' + V • f(x) = U - V → f'(x) = U' - V • f(x) = U * V → U'.V + V'.U f(x) = UN — (U'.V - V' U)/2 (x) = UN — n.Un-1.U' • f(x) = sin x → f(x) = cos X • f(x) = COS X f'(x) = - sin x • f(x) = tan x f'(x) = sec2 x . f(x) = cotx f(x) = - CSC2 x • f(x) = sec x — f(x) = sec x tan x • f(x) = CSC X f'(x) = - CSC X cotx • f(x) = sin kx -f(x) = k cos kx • f(x) = cos kx f(x) = -K sin kx • f(x) = sin" x = f(x) = n.sin"-1 x. cos x • f(x) = cos" x f(x) = -n.cos-1 x. sin x • f(x) = sin U f'(x) = U'cos U • f(x) = cos U -f(x) = - U' sin U . R4 is Turunan Fungsi Aljabar Rumus Turunan Fungsi Trigonometri
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