题目

(xy分之x²-y²)-(xy-x²分之xy-y²)

提问时间：2020-11-25

答案

干什么?计算吗?
原式=x/y
(x²-y²)/(xy)-(xy-y²)/(xy-x²)
=(x²-y²)/(xy)-y(x-y)/[x(y-x)]
=(x+y)(x-y)/(xy)+y(x-y)/[x(x-y)]
=[(x-y)/x][(x+y)/y+y/(x-y)]
=[(x-y)/x][(x+y)(x-y)+y²]/[y(x-y)]
=[(x-y)/x](x²-y²+y²)/[y(x-y)]
=[(x-y)/x]{x²/[y(x-y)]}
=[(x-y)x²]/[xy(x-y)]
=x/y
为了满足楼主“要过程‘的要求,是楼主看清楚解题思路,上边写得比较啰嗦.