题目内容
先化简,后求值:(5x2-xy+6y2)-3[(-xy+
y2)-(y2-xy)],其中x=-2,y=1
| 2 |
| 3 |
原式=5x2-xy+6y2-3(-xy+
y2-y2+xy)
=5x2-xy+6y2+3xy-2y2+3y2-3xy
=5x2+(-1+3-3)xy+(6-2+3)y2
=5x2-xy+7y2
把x=-2,y=1代入上式,得
上式=5×(-2)2-(-2)×1+7×12
=5×4+2+7
=29
| 2 |
| 3 |
=5x2-xy+6y2+3xy-2y2+3y2-3xy
=5x2+(-1+3-3)xy+(6-2+3)y2
=5x2-xy+7y2
把x=-2,y=1代入上式,得
上式=5×(-2)2-(-2)×1+7×12
=5×4+2+7
=29
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