题目内容
若|m-3|+(n+2)2=0,则m+2n的值为( )
| A.-4 | B.-1 | C.0 | D.4 |
∵|m-3|+(n+2)2=0,
∴m-3=0且n+2=0,
∴m=3,n=-2.
则m+2n=3+2×(-2)=-1.
故选B.
∴m-3=0且n+2=0,
∴m=3,n=-2.
则m+2n=3+2×(-2)=-1.
故选B.
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| A.-4 | B.-1 | C.0 | D.4 |