sin(x-y)cosy+cos(x-y)siny>=1,则x,y的范围分别是

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sin(x-y)cosy+cos(x-y)siny>=1,则x,y的范围分别是

sin(x-y)cosy+cos(x-y)siny>=1,则x,y的范围分别是
sin(x-y)cosy+cos(x-y)siny>=1,则x,y的范围分别是

sin(x-y)cosy+cos(x-y)siny>=1,则x,y的范围分别是
sinAcosB+cosAsinB=sin(A+B)
原式=sin(x-y+y)
=sinx
即sinx>=1 sinx属于【-1,1】
所以这个根本不成立啊