Cos315°+ctg225°-6sin300°
Cos315°+ctg225°-6sin300°=Cos(360°-45°)+ctg(180°+45°)-6sin(360°-60°)= =Cos45°+ctg45°-6sin(-60°)=1/√2+1+6√3/2=(√2+2+6√3)/2
Cos(360-315)+ctg(360-225)-6sin(360-60)=cos45+ctg45-6sin60=√2/2+1-6*√3/2