化简求值2x²y-[x²y+2(x²y-xy)]+y,其中x²=2x+1,y=2011/2012
来源:学生作业帮助网 编辑:作业帮 时间:2024/11/25 09:55:22
x){3g61PS64ԍ4ڕ:O[=ٱ*jkTmSikd`h$lo~
JA`p1#R,* (0F2&Uf-(]CM(ݺ jB5ԄP6yvskTTN` UA%Ѽ`R`R * "ő!H˨) "
d3ɮ6$ 9
化简求值2x²y-[x²y+2(x²y-xy)]+y,其中x²=2x+1,y=2011/2012
化简求值2x²y-[x²y+2(x²y-xy)]+y,其中x²=2x+1,y=2011/2012
化简求值2x²y-[x²y+2(x²y-xy)]+y,其中x²=2x+1,y=2011/2012
2x²y-[x²y+2(x²y-xy)]+y
=2x²y-(x²y+2x²y-2xy)+y
=2x²y-(3x²y-2xy)+y
=2x²y-3x²y+2xy+y
=-x²y+2xy+y
=-y(x²-2x-1)
=-y[x²-(2x+1)]
=-(2011/2012)(x²-x²)
=0
原式=2x²y-[x²y+2xy(x-1)]+y=2x²y-[xy(x+2x-2)]+y=-x²y+2xy+y=y(1+2x-x²)=0
2x²y-[x²y+2(x²y-xy)]+y
=2x²y-[x²y+2xy(x-1)]+y
=2x²y-[x²y+2xy*2x]+y
=-3x²y+y
后面不会了