原式=-sin(360*3+240)cos(360*3+30)+cos(2*360+300)sin(360*2+30)+tan(360+135)
=-sin240cos30+cos300sin30+tan135
=sin60cos30+cos30sin30-tan45
=4分之(根号3-1)
原式=-sin(360*3+240)cos(360*3+30)+cos(2*360+300)sin(360*2+30)+tan(360+135)
=-sin240cos30+cos300sin30+tan135
=sin60cos30+cos30sin30-tan45
=4分之(根号3-1)