题目内容
若(am+1bn+2)•(a2n-1b2m)=a5b3,则m+n的值为( )
| A.1 | B.2 | C.3 | D.-3 |
(am+1bn+2)•(a2n-1b2m),
=am+1+2n-1•bn+2+2m,
=am+2n•bn+2m+2,
=a5b3,
∴
,
两式相加,得3m+3n=6,
解得m+n=2.
故选B.
=am+1+2n-1•bn+2+2m,
=am+2n•bn+2m+2,
=a5b3,
∴
|
两式相加,得3m+3n=6,
解得m+n=2.
故选B.
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若(am+1bn+2)•(a2n-1b2m)=a5b3,则m+n的值为( )
| A、1 | B、2 | C、3 | D、-3 |