问题
解答题
计算: (1)
(2)(a2
|
答案
(1)原式=
+(
+12 (
-1)(2
+1)2
-39
)+22 2
=
+1+3-32
+22 2
=4;
(2)原式=(a2•
-mn m ab m
+mn
•n m
)÷(a2b2•mn n
)mn m
=
(mn
+a2-ab m
)×1 m
×1 a 2b 2
,m mn
=
.a2-ab+1 a2b2
计算: (1)
(2)(a2
|
(1)原式=
+(
+12 (
-1)(2
+1)2
-39
)+22 2
=
+1+3-32
+22 2
=4;
(2)原式=(a2•
-mn m ab m
+mn
•n m
)÷(a2b2•mn n
)mn m
=
(mn
+a2-ab m
)×1 m
×1 a 2b 2
,m mn
=
.a2-ab+1 a2b2