若2x 5y 4z=6 3x y-7z=-4 则x y-z

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1.x-z/xy - 2ab/xy

1=(x-z-2ab)/xy2=(a²-2ab+b²)/a-b=(a-b)²/a-b=a-

若:X^2-4X+Y+6Y+√ Z-3+13=0求(xy)^z的值

题目出错了吧应该是x^2-4x+y^2+6y+√(z-3)+13=0即(x-2)^2+(y+3)^2+√(z-3)=0(xy)^z=(2*(-3))^3=-216啊你也去想想吧

z=xy是什么曲面

可以先在二维坐标中作xy=1的图像,也就是y=1/x.这个图像很容易的,就是在一三象限的反弧线,作好后再扩展到三维坐标系中,就是把线扩展成面,就是两个反弧面.图形就是两个关于Z轴对称的弧面,沿Z轴看就

若x,y,z>0 则根号(x^2+y^2+xy)+根号(y^2+z^2=yz)>根号(x^2+z^2+xz)

x²+y²+xy=x²+y²-2xycos120度同理y²+z²+yz=y²+z²-2yzcoa120度x²+

若3/x=2/y=5/z则xy+yz+zx/x^2+y^2+z^2=?

若3/x=2/y=5/z,则x/3=y/2=z/5,设x/3=y/2=z/5=K,则x=3K,y=2K,z=5K将其代入上式,得6k2+10k2+15k231k2-------------------

x+y分之xy=5,y+z分之yz=2分之7,z+x分之zx=4,则xy+yz+zx分之xyz=?

xy/(x+y)=51/x+1/y=1/5yz/(y+z)=7/21/y+1/z=2/7zx/(z+x)=41/x+1/z=1/4(xy+yz+zx)分之xyz=1/(1/x+1/y+1/z)=280

z=sin(xy)+cos^2(xy)一阶偏导数

∂Z/∂x=y*cos(xy)-2cos(xy)*sin(xy)*y=y*cos(xy)-y*sin(2xy)∂Z/∂y=x*cos(xy)-2cos(

设函数z=z(x,y)由方程e^(-xy)-2z+e^z=0确定,求z/x,z/y

两端对x求偏导得:-ye^(-xy)-2(z/x)+(z/x)e^z=0,所以,z/x=ye^(-xy)/(e^z-2)两端对y求偏导得:-xe^(-xy)-2(z/y)+(z/y)e^z=0,所以,

若xy+z

x+y+z=0时,y+z=-x,∴k=x−x=-1,x+y+z≠0时,k=xy+z=yz+x=zy+x=x+y+z2(x+y+z)=12,综上所述k=12或-1.故答案为:12或-1.

z=xy图像是什么

令x=根号2分之1(x‘-y’)y=根号2分之1(x'+y')z=xy=1/2(x'^2-y'^2)双曲抛物面

若x-y=6,xy=-8,求代数式(x+y+z)²+(x-y-z)(x-y+z)-2·z(x+y)的值

(x+y+z)²+(x-y-z)(x-y+z)-2·z(x+y)=(x+y)²+2z(x+y)+z²+(x-y)²-z²-2z(x+y)=(x+y)&

xy=z是什么图形

z=xy的图形,应该是一种马鞍面.再问:嗯,能说的具体点吗再答:一种马鞍面

若x,y,z适合x+y=6,z^2=xy-9,则的值是

求z的值吗y=6-xz²=xy-9=x(6-x)-9=-x²+6x-9z²=-(x-3)²z²+(x-3)²=0所以z=0,x-3=0解得z

若2x²+2xy+y²-4x+z-2√z-3 +2=0,求xy+yz+xz的值.

2x²+2xy+y²-4x+z-2√z-3+2=0对其化简:(x²+2xy+y²)+(x²-4x+4)+(z-2√z-3-2)=0(x+y)²

若2x²+2xy+y²-4x+z-2√z-3 +2=0,求xy+yz+xz的值

可分解为(x+y)²=0.(x-2)²=0)²=0解得x=-yx=2√z-3=1解得x=2y=-2z=4xy=-4yz=-8xz=8

已知x+y+z=5,xy+yz+xz=7,则x^2+y^2+z^2等于?

(x+y+z)^2=x^2+y^2+z^2+2(xy+yz+xz)=25x^2+y^2+z^2=25-14=11

已知2/x=3/y=7/z,求xy+xz+yz/x^2+y^2+z^2

令2/x=3/y=7/z=k∴x=2/ky=3/kz=7/k∴(xy+xz+yz)/(x^2+y^2+z^2)=(2/k*3/k+2/k*7/k+3/k*7/k)/(4/k²+9/k

构成联立方程组2xy*4y-2z=10802z+7y-4x=754-2x+y=90求X,Y,Z

X=0.00934063110.84511098*i-43.00467-0.84511098*i-43.00467Y=86.0186811.690222*i-0.0093406311-1.690222

x+3y+7z=0 2x+5y+11z=0,求(x^2+y^2+z^2)/(xy+2yz+3xz)

x+3y+7z=02x+5y+11z=0x=2z,y=-3zz=0,x=y=0分式无意义(x^2+y^2+z^2)/(xy+2yz+3xz),z≠0=[(2z)^2+(-3z)^2+z^2]/[(-2

若|x-3|+|y+z|+|2z+1|=0,求xy-yz的值

|x-3|+|y+z|+|2z+1|=0则|x-3|=0x=3|y+z|=0y=-z=1/2|2z+1|=0z=-1/2xy-yz=3x1/2-1/2x(-1/2)=7/4