化简求值 (2x³-xyz)-2(x³-y³+xyz)+(xyz-3y³) x=1 y=-2 z=-3

来源:学生作业帮助网 编辑:作业帮 时间:2024/11/16 09:57:41
化简求值 (2x³-xyz)-2(x³-y³+xyz)+(xyz-3y³) x=1 y=-2 z=-3
x){3g6Q0PS64֭zSP%ֆHid*t@! [CJ[]#*[]c"}_`gCkSh [dCtam#BHe6V6]dyXJ"htxkb_\g 0(Sx6}<ua),n􄮑&4(Aahmdnkh7s

化简求值 (2x³-xyz)-2(x³-y³+xyz)+(xyz-3y³) x=1 y=-2 z=-3
化简求值 (2x³-xyz)-2(x³-y³+xyz)+(xyz-3y³) x=1 y=-2 z=-3

化简求值 (2x³-xyz)-2(x³-y³+xyz)+(xyz-3y³) x=1 y=-2 z=-3
(2x³-xyz)-2(x³-y³+xyz)+(xyz-3y³)
= 2x³-xyz-2x³+2y³-2xyz+xyz-3y³
=-y³-2xyz
=-y(y²+2xz)
=2×(4-6)
=-4

当x=1 y=-2 z=-3 时
(2x³-xyz)-2(x³-y³+xyz)+(xyz-3y³)
=2x³-xyz-2x³+2y³-2xyz +xyz-3y³=-2xyz-y³=-2×1×(-2)×(-3)-(-3)³
=-12+27=15