(2 1x^y-2xy y^) 3xy

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化简(x-yx2-2xy+y2-xy+y2x2-y2)•xyy-1= ___ .

原式=[x-y(x-y)2-y(x+y)(x+y)(x-y)]•xyy-1=(1x-y-yx-y)•xyy-1=1-yx-y•xyy-1=-xyx-y.故答案是:-xyx-y.

已知:x+y=6,xy=-3,则 xyy+yxx=

将xy提取公因式变成:xy(x+y)=-3*6=-18

x/x-y*y^2/x+y-x^3y2/x^4-y^4/x^2/x^2+y^2

写清楚点点比如说前面是X/X还是X/(X-Y)打上括号分段这样才能清楚的做

已知:xxy+xyy=96 (xx意为x的平方,yy意为y的平方,不方便直接打出来)

先将96=3*2*2*2*2*2然后组合成12*8=96xxy+yyx=xy(x+y)=12*8=2*6*(2+6)=12*8=96x=2,y=6xx+yy=2*2+6*6=4+36=40

计算(x+y)(x+y)^2(-x-y)^3

(x+y)(x+y)^2(-x-y)^3=-(x+y)^6

因式分解3x^2(x-y)+6x(y-x)

3x^2(x-y)+6x(y-x)=3x^2(x-y)-6x(x-y)=(x-y)(3x^2-6x)=3x(x-y)(x-2)

一道数学运算题.根号X的三次+X平方Y+1/4XY+根号1/4X的三次-X平方Y+XYY(意思是Y的平方.).其中X=2

题目是√x^3+X^2y+1/4xy+√(1/4x^3)-X^2y+xy^2如果是:√x^3+X^2y+1/4xy+√(1/4x^3)-X^2y+xy^2=(3/2)√x^3+xy/4+xy^2=(3

已知3x2+xy-2y2=0,求(x+yx-y+4xyy

原式=[(x+y)2(x-y)(x+y)+-4xy(x-y)(x+y)]×(x+3y)(x-3y)(x+3y)(x-y)=x-3yx+y,由已知得(3x-2y)(x+y)=0,因为x+y≠0,所以3x

已知X-Y/X+Y=3,求代数式2(x-y)/X+Y-3X+Y/X+Y

X+Y分之X-Y等于3x=-2yX+Y分之2(x-y)减X+Y分之3X+Y=(-x-3y)/(x+y)=1

已知x-y/x+y=3,求代数式5(x-y)/x+y-x+y/2(x-y)

因为(x-y)/(x+y)=3,则(x+y)/(x-y)=1/3则5(x-y)(x+y)-(x+y)/2(x-y)=5*3-1/(3*2)=15-1/6=89/6

数学(x-y)^5*(y-x)^3*(x-y)^2

(x-y)^5*(y-x)^3*(x-y)^2=-(x-y)^5*(x-y)^3*(x-y)^2=-(x-y)^(5+3+2)=-(x-y)^10

验证给定函数是其对应微分方程的解:xyy"+x(y')^2-yy'=0,x^2/C1+y^2/C2=1

x^2/C1+y^2/C2=1两边对x求导:2x/c1+2yy'/c2=0x/c1=-yy'/c2(yy')/x=-c2/c1两边对x求导:[(y'^2+yy'')x-yy']/x^2=0xyy''+

化简:(x-3y)(x+y)-(x-2y)(x+2y)-(x-y)平方

(x-3y)(x+y)-(x-2y)(x+2y)-(x-y)平方=x²-2xy-3y²-x²+4y²-x²+2xy-y²=(x²-

XYY的男性产生的精子有X,Y,YY,XY四种类型,比例为1:2:1:2

产生4种配子xyxyyyx有一种y有两种xy1y2xy1xy2y1y2产生的配子如上y1、y2是一个意思所以分为一组xyxyyy=1221

已知方程组x+2y=5a和2x-y=5的解满足xyy,化简a+2的绝对值减去a-1/2的绝对值

y=2x-5所以x+2y=x+4x-10=5a5x=5a+10x=a+2y=2x-5=2a-1xyy所以x>0>y所以a+2>00>2a-1,a-1/2

[(3x+y)(x-y)-(2x+3y)(x-y)]*(x-y)

=(x-y)[(3x+y)-(2x+3y)]*(x-y)=(x-y)*(x-y)(3x+y-2x-3y)=(x-y)(x-y)(x-2y)到底是化简,还是?=(x*x-2xy+y*y)(x-2y)=x

【x-3y][x+y]-[x-2y][x +2y]-[x-y

解题思路:根据题意,由整式的运算的知识整理,分析可以求得解题过程:

有这样一道题:"计算(2*x*x*x-3*x*x*y-2*x*y*y)-(x*x*x-2*x*y*y+y*y*y)+【-

解代数式得:-3x的平方y-2y的三次方因为1/2的平方=-1/2的平方,所以结果仍正确给分吧!嘿嘿!

xyy-zz=yx 问x.y.z分别是多少

x=1,y=0,z=9首先x、y、z都是个位数xyy可以写成100x+10y+y同理,zz可以写成10z+zyx写成10y+x等式重新代入以上化解后的式子,就是:100x+11y-11z=10y+x合

[x(x^2y^2-xy)-y(x^2-x^3y)]/3x^2y

[x(x^2y^2-xy)-y(x^2-x^3y)]/(3x^2y)={x[xy(xy-1)]-y[x²(1-xy)]}/(3x²y)=[x²y(xy-1)-yx&sup