问题 填空题
写出下列等式中未知的分子或分母.
(1)
b
a
=
b2
(      )
(ab≠0)

(2)
a-b
a+b
=
(        )
a2-b2
(a2b2)

(3)
x
x2+2x
=
x
x(    )
=
1
(    )

(4)
2-x
-x2+5
=
(       )
x2-5

(5)
2x2+2xy
x+y
=
2x
(    )

(6)
x2+2xy+y2
x2-y2
=______.
答案

(1)

b
a
=
b2
ab

(2)

a-b
a+b
=
a2-2ab+b2
a2-b2

(3)

x
x2+2x
=
x
x(x+2)
=
1
x+2

(4)

2-x
-x2+5
=
x-2
x2-5

(5)

2x2+2xy
x+y
=
2x
1

(6)

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

故答案为

x+y
x-y

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