Cos(2П-2x)+3sin(П-x)=2
cos2x + 3sinx = 2
1 - 2sin²x + 3sinx - 2 = 0
2sin²x - 3sinx + 1 = 0
sinx = t
2t² - 3t + 1 = 0
D = 9 - 4*2*1 = 1
t₁ = (3 - 1)/4
t₁ = 1/2
t₂ = (3 + 1)/4
t₂ = 1
1) sinx = 1/2
x = (-1)^n *arcsin(1/2) + πk, k∈Z
x₁ = (-1)^n* (π/6) + πk, k∈Z
2) sinx = 1
x₂ = π/2 + πn, n∈Z
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-8х=3-33
-8х=-30
х=30/8
х=3,75
x^3-2x^2+4x+2x^2-4x+8-x(x^2-2x+2x-4)=12
Cos(a)=-cos(180*-a)
cos20*+cos40*+cos60*+cos80*+cos100*+cos120*+cos140*+cos160*+cos180*=
cos20*+cos40*+cos60*+cos80*-cos80*-cos60*-cos40*-cos20*+cos180*=
cos180*=-1
Ответ: -1