已知y=1 2x x-5 2

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已知y=1 2x x-5 2
(x-y)(x+y)(xx-yy)=?

(x-y)(x+y)(xx-yy)=(x^2-y^2)(x^2-y^2)=x^4-2x^2y^2+y^4

已知14(XX+YY+ZZ)=(X+2Y+3Z)^2,求X:Y:Z

X:Y:Z=1:2:3因为:14(XX+YY+ZZ)=(X+2Y+3Z)^214(XX+YY+ZZ)-(X+2Y+3Z)^2=013X^2+10Y^2+5Z^2-4XY-6XZ-12YZ=0(4X^2

已知x,y是实数,且适合方程(xx+xy-12)(xx+xy-12)+(xy-2yy-1)(xy-2yy-1)=0求x,

(x²+xy-12)²+(xy-2y²-1)²=0由于平方数都大于或等于0,所以上式成立的前提是:(x²+xy-12)²=0,即:x&sup

已知二次函数y=xx+kx-12的图像向右平移4个单位后经过原点,则k的值是什么

y=x²+kx-12的图像向右平移4个单位y=(x-4)²+k(x-4)-120=16-4k-12k=1

已知x-y=5,y-z=4,求xx+yy+zz-xy-yz-xz的值

x-z=(x-y)+(y-z)=5+4=9(x-y)²=x²-2xy+y²=25(y-z)²=y²-2yz+z²=16(x-z)²

函数y=xx

∵x>0∴y=xx2+x+1=1x+1+1x又∵x+1x≥2x•1x=2∴1y=x+1x+1≥ 3,当且仅当x=1时等号成立∴0<y≤13,即函数的值域为(0,13]故答案为:(0,13]

已知y=xx

根据题意得,xx2−x÷x2−1x2−2x+1−2x+1=13,xx(x−1)×(x−1)2(x−1)(x+1)-2x+1=13,-1x+1=13,解得x=-4,经检验x=-4是原方程的根;∴原方程的

已知xx

由xx2+x+1=13整理变形,转化为x+1x=2,分式x2x4+x2+1=13.故答案为13.

已知xx+yy-4x-6y+13=0求3x+4y的值

XX+YY-4X-6Y+13=(XX-2X+4)+(YY-6Y+9)=(X-2)(X-2)+(Y-3)(Y-3)=0所以(X-2)的平方和(Y-3)的平方都等于0所以X=2,Y=3所以3X+4Y=18

已知函数y=2xx

∵y=2xx2+1−3,∴(y+3)x2-2x+y+3=0当y≠-3时,∵x∈R,∴4-4(y+3)2≥0∴-4≤y<-3或-3<y≤2当y=-3时,x=0∴A=[-4,-2]…(4分)若k=0时,则

已知xx+y=5,xy=-3,则x^2y+xy^2=

x+y=5,xy=-3,则x^2y+xy^2=xy(x+y)=-3*5=-15

已知2x=3y,求xy/xx+yy-yy/xx-yy的值

2/9再问:过程,谢谢再答:由题目得y/x=2/3xy/xx+yy-yy/xx-yy=y/x-(y/x)²=2/3-4/9=2/9

已知x=1/2 y=1/3 z=1/4 则(xx+yy-zz+2xy)/(xx-yy+zz-2xz) 得多少?

x2+y2-z2+2xy/x2-y2+z2-2xz=(x+y)2-z2/(x-z)2-y2=(x+y-z)(x+y+z)/(x-y-z)(x-z+y)=(x+y+z)/(x-y-z)然后就是代入了

已知xx+yy+4x-6y+13=0,求(xx-2x)/xx+3yy的值.

xx+yy+4x-6y+13=0整理得:(x+2)^2+(y-3)^2=0那么只有(x+2)=0(y-3)=0x=-2y=3(x^2-2x)/(x^2+3y^2)=(4+4)/(4+3*9)=8/31

已知x(x+1)-(xx+y)=3,求(xx+yy)/2-xy的值

x^2+x-x^2-y=3x-y=3(x-y)^2=9x^2+y^2-2xy=9(x^2+y^2)/2-xy=9/2

已知(x+y)(x+y)=25,(x-y)(x-y)=9求xy与xx+yy的值

(x+y)(x+y)=25x^2+2xy+y^2=25……(1)(x-y)(x-y)=9x^2-2xy+y^2=9……(2)(1)+(2)得:2x^2+2y^2=34x^2+y^2=17(1)-(2)

已知 xx-2x+yy+6y+10=0 求x+y的值

x^2-2x+y^2+6y+10=0(x-1)^2+(y+3)^2=0所以x=1,y=-3x+y=-2x^2表示x的平方

已知XX+YY+4X-6Y+13=0,则X的Y次方是

XX+YY+4X-6Y+13=0(X+2)²+(Y-3)²=0X+2=0Y-3=0X=-2Y=3X的Y次方=-8

已知x-y=2,(xx)-(yy)=12,求x与y的值

方程组:X-Y=2……①X^2-Y^2=12……②②÷①得X+Y=6……③①+③得:2X=8,X=4,把X=4代入③得:Y=2,X=4Y=2