Cos(π+β)*sin(3π/2+β) - ctg(β-π)*ctg(3π/2 - β) =
-cosβ*(-cosβ) - ctgβ*tgβ = cos²β - 1 = - sin²β
sin(3π/2-α)*cos(π-α) + sin(3π-α)*cos(π/2 - α) + tg(π-α)*tg(3π/2+α)=
= -cosα*(-cosα) + sinα*sinα+(-tgα)*(-ctgα) = cos²α+sin²α+1=1+1=2
sin240 * cos(-330) * tg(-315) ctg240 =-√3/2*√3/2*1*1/√3 = -√3/4
D(дискриминант) = b²-4ac
D=1296-1232=64⊃0. 2 корня
x1= 36+8/56=11/14
x2= 36-8/56=0.5
(1+cos6x)/2=cos6x
1+cos6x=2cos6x
cos6x=1
6x=2πn,n∈Z
x=πn/3,n∈Z