问题
填空题
若3a2n+m和4an-2m都是2a5的同类项,则2(n3m5)2÷(
|
答案
∵3a2n+m和4an-2m都是2a5的同类项,
∴
,2n+m=5 n-2m=5
解得:
,m=-1 n=3
∴2(n3m5)2÷(
n5m)•(nm3),1 2
=2n6m10×
×nm3,2 n5m
=4n2m12,
=4×32×(-1)12,
=4×9,
=36.
故答案为36.
若3a2n+m和4an-2m都是2a5的同类项,则2(n3m5)2÷(
|
∵3a2n+m和4an-2m都是2a5的同类项,
∴
,2n+m=5 n-2m=5
解得:
,m=-1 n=3
∴2(n3m5)2÷(
n5m)•(nm3),1 2
=2n6m10×
×nm3,2 n5m
=4n2m12,
=4×32×(-1)12,
=4×9,
=36.
故答案为36.