先化简,再求值. (1)
(2)(x+1+
|
(1)原式=
•(x+2)(x-2)2 2(x-2)
=(x-2)(x+2) 2
=x2-4 2
当x=
时,原式=5
;1 2
(2)原式=
•(x+1)(x-3)+4 x-3 x(x-3) x-1
=
•x2-2x+1 x-3 x(x-3) x-1
=
•(x-1)2 x-3 x(x-3) x-1
=x(x-1).
当x=
+1时,原式=3
(3
+1)=3+3
.3
先化简,再求值. (1)
(2)(x+1+
|
(1)原式=
•(x+2)(x-2)2 2(x-2)
=(x-2)(x+2) 2
=x2-4 2
当x=
时,原式=5
;1 2
(2)原式=
•(x+1)(x-3)+4 x-3 x(x-3) x-1
=
•x2-2x+1 x-3 x(x-3) x-1
=
•(x-1)2 x-3 x(x-3) x-1
=x(x-1).
当x=
+1时,原式=3
(3
+1)=3+3
.3