4(cos85-cos25)+sin(180-55)=-2sin55sin30+sin55=-2*1/2*sin55+sin55==-sin55+sin55=05-2(√3/2*sinx+1/2*cosx)=1sinx*cosπ/6+cosx*sinπ/5=-1/2sin(x+π/6)=-1/2x+π/6=7π/6+2πn U x+π/6=11π/6+2πnx=-π/6+7π/6+2πn U x=-π/6+11π/6+2πnx=π+2πn U x=5π/3+2πn,n∈z6(cos8x+cos4x)+(2sin²x-1)=02cos6xcos2x+cos2x=0cos2x*(2cos6x+1)=0cos2x=0⇒2x=π/2+πn ⇒x=π/4+πn/2,n∈z2cos6x+1=0⇒cos6x=-1/2⇒6x=+-2π/3+2πn⇒x=+-π/6+πn/3,n∈z