x-y-z=3 yz-xy-xz=3 则x2+y2+z2=
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x-y-z=3yz-xy-xz=3则x2+y2+z2=x-y-z=3yz-xy-xz=3则x2+y2+z2=x-y-z=3yz-xy-xz=3则x2+y2+z2=x-y-z=3yz-xy-xz=3(x
x-y-z=3 yz-xy-xz=3 则x2+y2+z2=
x-y-z=3 yz-xy-xz=3 则x2+y2+z2=
x-y-z=3 yz-xy-xz=3 则x2+y2+z2=
x-y-z=3 yz-xy-xz=3
(x-y-z)^2=x^2+y^2+z^2+2yz-2xz-2xy=x^2+y^2+z^2+2(yz-xy-xz)=x^2+y^2+z^2+6=9
所以x^2+y^2+z^2=3
分式题:xy=x+y,yz=2(y+z),zx=3(z+x),求xyz/(xy+yz+xz)xy=x+y,yz=2(y+z),zx=3(z+x),求xyz/(xy+yz+xz)
方程组:(x+y)/xy=3 (y+z)/yz=4 (z+x)/xz=5
x-y-z=3 yz-xy-xz=3 则x2+y2+z2=
如果1=xy/x+y,2=yz/y+z,3=xz/x+z,则x的值?
X/3=Y/2=Z/5,则分式xy+xz+yz/x^2+y^2+z^2=
已知xy(x+y)^-1=1,yz(y+z)^-1=2,xz(z+x)^-1=3,试求xyz(xy+yz+xz)^-1的值
已知xy(x+y)^-1=1,yz(y+z)^-1=2,xz(z+x)^-1=3,试求xyz(xy+yz+xz)^-1的值
x+y+z=5,xy+yz+xz=3,z的最大值是多少
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xy/x+y=1,xz/x+z=2,yz/y+z=3,求x的值
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