> 数学 >
已知:(x−
1
2
)2+|y+3|=0
,求:3x2y-2x2y+[9x2y-(6x2y+4x2)]-(3x2y-8x2)的值.
人气:432 ℃ 时间:2020-04-01 18:04:38
解答
由题意,∵(x−
1
2
)2+|y+3|=0

∴x-
1
2
=0,y+3=0,
即x=
1
2
,y=-3;
∴3x2y-2x2y+[9x2y-(6x2y+4x2)]-(3x2y-8x2),
=3x2y-2x2y+9x2y-6x2y-4x2-3x2y+8x2
=x2y+4x2
=x2(y+4),
=(
1
2
2×(-3+4),
=
1
4
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