问题
选择题
若(am+1bn+2)•(a2n•b2n-1)=a4b7,则m+n=( )
A.2
B.3
C.4
D.1
答案
∵(am+1bn+2)•(a2mb2n-1)=am+1+2mbn+2+2n-1=a4b7,
∴m+1+2m=4,n+2+2n-1=7,
解得m=1,n=2.
∴m+n=1+2=3.
故选:B.
若(am+1bn+2)•(a2n•b2n-1)=a4b7,则m+n=( )
A.2
B.3
C.4
D.1
∵(am+1bn+2)•(a2mb2n-1)=am+1+2mbn+2+2n-1=a4b7,
∴m+1+2m=4,n+2+2n-1=7,
解得m=1,n=2.
∴m+n=1+2=3.
故选:B.