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maref1203
@maref1203
August 2022
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НУЖНА ПОМОЩЬ
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sedinalana
F`(x)=2cosx/4*(-sinx/4)-2sinx/4*cosx/4=-4sinx/4*cosx/4=-2sinx/2
-2sinx/2=0
sinx/2=0
x/2=πn
x=2πn,n∈z
2 votes
Thanks 1
ПрофиЗнания
f`(x)=2cosx/4*(-sinx/4)-2sinx/4*cosx/4=-4sinx/4*cosx/4=-2sinx/2
f'=2cos x/4 * (-sin x/4) - 2sin x/4 * cos x/4= -2sinx/4cosx/4-2sinx/4cosx/4 =
=-4sinx/4cosx/4 = -2sinx/2
f'=0
-2sinx/2=0
sin x/2 =0
x/2=
πn
x=2πn , n∈Z
0 votes
Thanks 0
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Answers & Comments
-2sinx/2=0
sinx/2=0
x/2=πn
x=2πn,n∈z
f'=2cos x/4 * (-sin x/4) - 2sin x/4 * cos x/4= -2sinx/4cosx/4-2sinx/4cosx/4 =
=-4sinx/4cosx/4 = -2sinx/2
f'=0
-2sinx/2=0
sin x/2 =0
x/2=πn
x=2πn , n∈Z