若x-y=5,xy=2,则x² y²=

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若x-y=5,xy=2,则x² y²=
已知xy/x+y=2,则代数式3x-5y+8y/-x+3xy-y的值

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若x+y分之xy=2,则-x+3xy-y分之3x-5xy+3y=______

xy/(x+y)=2解得xy=2(x+y)所以(3x-5xy+3y)/(-x+3xy-y)=(3/2*xy-5xy)/(-1/2*xy+3xy)=-7/5

已知x+y=1,xy=1/5,则x^2y=xy^2

x^2y+xy^2=xy(x+y)=1/5

若1/x+1/y=2,则(2x-xy+2y)÷(3x+5xy+3y)

1/x+1/y=2y+x=2xy(2x-xy+2y)=2(x+y)-xy=3xy(3x+5xy+3y)=3(x+y)+5xy=11xy(2x-xy+2y)÷(3x+5xy+3y)=3xy/11xy=3

若x+y=10 xy=-1 则x²+y²=(x+y)²-2xy=

x²+y²=(x+y)²-2xy=10²+2=102

若x-y=5,xy=6,求x^2-xy^2和x^2y+xy^2

x=-1,y=-6或x=6,y=1代入式子得x^2-xy^2=37或30x^2y+xy^2=-42或42

已知x+y=5,xy=2则x^2y+xy^2=( )

x²y+xy²=xy(x+y)=10

已知x+y=5,xy=-3,则x^2y+xy^2,

x^2y+xy^2=xy(x+y)=(-3)×5=-15

若(x*x+y*y)(x*x+y*y)-4x*x*y*y=0,求代数式(x*x+5xy+y*y)/(x*x+2xy+y*

(x*x+y*y)(x*x+y*y)-4x*x*y*y=(x^4-2x^2y^2+y^4)=(x^2-y^2)^2=0x^2=y^2x/y=±1(x*x+5xy+y*y)/(x*x+2xy+y*y)=

若x-y=5,xy=6,则x^2y-xy^2=_,x^2+xy^2=__

第1小题:x²y-xy²=xy(x-y)=6(5)=30第2小题:(x+y)²=x²+y²+2xy=x²+y²-2xy+4xy=(

若m=x^3-3x^2y+2xy^2+3y^3,n=x^3-2x^2y+xy^2-5y^3,则2x^3-7x^y+5xy

2x^3-7x^y+5xy^2+14y^3=3(x^3-3x^2y+2xy^2+3y^3)-(x^3-2x^2y+xy^2-5y^3)=3m-n

若x+y=-1,则x^4+5x^3y+x^2y+8x^2y^2+xy^2+5xy^3+y^4=( )

=(x^4+x^3y)+(y^4+xy^3)+(4x^3y+4x^2y^2)+(4xy^3+4x^2y^2)+x^2y+xy^2=x^3(x+y)+y^3(x+y)+4x^2y(y+x)+4xy^2(

已知xy/x+y=1/2,则代数式3x-5xy+3y/-x+3xy-y=

因为xy/(x+y)=1/2所以x+y=2xy原式=3(x+y)-5xy/(-x-y+3xy)=3*2xy-5xy/(-2xy+3xy)=xy/xy=1

若x+y分之xy=2,则-x+3xy-y分之3x-xy+3y=多少?

xy/(x+y)=2(x+y)/xy=1/21/x+1/y=1/2(3x-xy+3y)/(-x+3xy-y)=(3/y-1+3/x)/(-1/y+3-1/x)=[3(1/x+1/y)-1]/[(3-(

若实数x,y满足1/x-1/y=5,则分式3x-2xy-3y/x+xy-y的值等于?

1/x-1/y=5即,(y-x)/xy=5即,x-y=-5xy(3x-2xy-3y)/(x+xy-y)=[3(x-y)-2xy]/[(x-y)+xy]=(-15xy-2xy)/(-5xy+xy)=(-

若x-y=1,xy=5,则x²y-xy²=?

解x²y-xy²=xy(x-y)=5×1=5a²b+ab²=1∴ab(a+b)=1∵a+b=3∴3ab=1∴ab=1/3再问:a(a-b)-a+b=?再答:=a

若x+y=5xy,则(2x+2y-3xy)/(2xy+x+y)=? 急急急 快快快!

(2x+2y-3xy)/(2xy+x+y)=[2(x+y)-3xy]/[(x+y)+2xy]=(10xy-3xy)/(5xy+2xy)=7xy/7xy=1如果本题有什么不明白可以追问,

若x+y-5xy=0,求(2x-3xy+2y)/(x+2xy+y)的值

x+y=5xy(2x-3xy+2y)/(x+2xy+y)=[2(x+y)-3xy]/[(x+y)+2xy]=(2×5xy-3xy)/(5xy+2xy)=7xy/7xy=1再问:若x+1/x=3,求(x

若x+y=5,xy=6,求x^2y+xy^2的值

x^2y+xy^2=xy×(x+y)=6×5=30

若正实数x.y满足x+y=xy,则x+2y的最小值

由x,y为正得x=y/(y-1)>0、y=x/(x-1)>0,所以x>1、y>1,因此x+2y=y/(y-1)+2y=(y-1+1)/(y-1)+2(y-1+1)=3+1/(y-1)+2(y-1)>=