-2cos2x=2-2cosx
-cos2x=1-cosx
-(2cos²x-1)=1-cosx
-2cos²x+1-1+cosx=0
2cos²x-cosx=0
2cosx(cosx-1/2)=0
cosx=0
x=π/2+πn, n∈Z
cosx=1/2
x=+-π/3+2πn n∈Z
ОТВЕТ -3π/2; -7π/3; -5π/3
-6(2х-5)=9(х+1)
-12x +30 = 9x +9
-12x - 9x = 9 -30
-21x = - 21
x=(-21):(-21)
x=1
X=7-y; y(7-y)=12;
7y-y²-12=0;
-y²+7y-12=0
y²-7y+12=0
D=49-4*12=1
y1=(7+1)/2=4
y2=(7-1)/2=3
x1=7-4=3
x2=7-3=4