问题
解答题
若b2=ac,求
|
答案
(a2b2c2 a3+b3+c3
+1 a3
+1 b3
),1 c3
=
×a2b2c2 a3+b3+c3
,b3c3+a3c3+a3b3 a3b3c3
=
×a2b2c2 a3+b3+c3
,b3c3+b6+a3b3 a3b3c3
=
×1 a3+b3+c3
,b3(c3+b3+a3) abc
=
,b3 abc
=
,abc abc
=1.
故答案为1.