原式=sin(360°-45°)+sin480°+cos330°
=sin45°+sin(360°+120°)+cos(360°-30°)
=sin45°+sin120°+cos30°
=sin45°+sin(180°-60°)+cos30°
=sin45°+sin60°+cos30°
=(√2)/2+(1/2)+(√3)/2
=(1+√2+√3)/2
原式=sin(360°-45°)+sin480°+cos330°
=sin45°+sin(360°+120°)+cos(360°-30°)
=sin45°+sin120°+cos30°
=sin45°+sin(180°-60°)+cos30°
=sin45°+sin60°+cos30°
=(√2)/2+(1/2)+(√3)/2
=(1+√2+√3)/2