(x-y分之1+x+y分之1)除以x的平方-y的平方分之x的平方y

问题描述:

(x-y分之1+x+y分之1)除以x的平方-y的平方分之x的平方y


[1/(x-y)+1/(x+y)]÷[x²y/(x²-y²)]————是这个吗?
=[1/(x-y)+1/(x+y)]×[(x-y)(x+y)/x²y]
=[(x+y)/x²y+(x-y)/x²y]
=(x+y+x-y)/x²y
=2x/x²y
=2/xy