问题 解答题
先化简代数式(
x2-y2
x2-y2
-
x-y
x+y
)÷
2xy
(x-y)2(x+y)
,然后请你任意选取一组x、y的值代入求值.(所取的x、y值要保证原代数式有意义)
答案

原式=(

x2-y2
(x+y)(x-y)
-
(x-y)2
(x-y)(x+y)
)÷
2xy
(x-y)2(x+y)

=

x2-y2-(x-y)2
(x+y)(x-y)
÷
2xy
(x-y)2(x+y)

=

2xy
(x-y)(x+y)
×
(x-y)2(x+y)
2xy

=x-y,

选取x=2,y=1,∴原式=2-1=1.

单项选择题 B1型题
判断题