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ycosy求原函数怎么求?

sinx=sin[(x+y)/2+(x-y)/2]=sin(x+y)/2cos(x-y)/2+cos(x+y)/2sin(x-y)/2

cosy=cos[(x+y)/2-(x-y)/2]=cos(x+y)/2cos(x-y)/2+sin(x+y)/2sin(x-y)/2

sinx+cosy=cos(x-y)/2[sin(x+y)/2+cos(x+y)/2]+sin(x-y)/2[sin(x+y)/2+cos(x+y)/2]=[sin(x+y)/2+cos(x+y)/2][sin(x-y)/2+cos(x-y)/2]

匿名回答于2021-03-16 01:32:18


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