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darkshaper519
@darkshaper519
July 2022
1
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Вычеслить [tex] f'(\frac{\pi}{8}) [/tex] , если [tex] f(X)=sin^{2} 2x [/tex]
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snow99
F'(x) = 2sin2x*cos2x*2 = 2sin4x
f'(pi/8) = 2sin(4*pi/8) = 2sin(pi^2) = 2*1=2
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Answers & Comments
f'(pi/8) = 2sin(4*pi/8) = 2sin(pi^2) = 2*1=2