问题
解答题
若实数x、y满足x2+6x+
|
答案
x2+6x+
+9=0,x-y+1
∴(x+3)2+
=0,x-y+1
∴x+3=0且x-y+1=0,
解得:x=-3,y=-2,
(
+1 x-y
)÷1 x+y
,y x2-y2
=
×2x (x-y)(x+y)
,x2-y2 y
=
,2x y
将x=-3,y=-2代入,
则上式=
=3.2×(-3) -2
若实数x、y满足x2+6x+
|
x2+6x+
+9=0,x-y+1
∴(x+3)2+
=0,x-y+1
∴x+3=0且x-y+1=0,
解得:x=-3,y=-2,
(
+1 x-y
)÷1 x+y
,y x2-y2
=
×2x (x-y)(x+y)
,x2-y2 y
=
,2x y
将x=-3,y=-2代入,
则上式=
=3.2×(-3) -2