Sin(3x-2pi/3)=1
sin(3x-2pi/3)=sin(pi/2+2Pik)
3x-2pi/3=pi/2+2Pik
3x=pi/2+2pi/3+2pik
3x=3pi/6+4pi/6+2pik
3x=7pi/6+2pik
x=7pi/18+2/3pik
2х-6 = 6-3х
5х =12
х=12/5
х=2,4
Sin^22a+sin2asin2b+cos^22a+cos2acos2b=1-cos2(a-b)=cos^2(a-b)+sin^2(a-b)+cos^2(a-b)-sin^2a(a-b)=2cos^2(a-b)