Sinx+cosx*ctgx/2 = - корень из 3
Sinx+cosx*cos(x/2)/sin(x/2)=-√3 (sinx*sin(x/2)+cosx*cos(x/2))=-√3sin(x/2) sin(x/2)≠0⇒x/2≠πn⇒x≠2πn cos(x-x/2)=-√3sin(x/2) cos(x/2)+√3sin(x/2)=0 2(1/2*cos(x/2)+√3/2*sin(x/2))=0 2sin(π/6+(x/2))=0 π/6+(x/2)=πn x/2=-π/6+πn x=-π/3+2πn