x-y-z=19,x^2+y^2+z^2=19,则yz-zx-xy=追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分!
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x-y-z=19,x^2+y^2+z^2=19,则yz-zx-xy=追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分!x-y-z=19,x^2+y^2+z^2=19,则yz
x-y-z=19,x^2+y^2+z^2=19,则yz-zx-xy=追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分!
x-y-z=19,x^2+y^2+z^2=19,则yz-zx-xy=
追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分!
x-y-z=19,x^2+y^2+z^2=19,则yz-zx-xy=追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分追分!
x-y-z=19,那么
(x-y-z)²=361即
x²+y²+z²-2xy-2xz+2yz=361
而x²+y²+z²=19
所以-2xy-2xz+2yz=342
所以yz-zx-xy=171
x-y-z=19
(x-y-z)^2=361……同平方
x^2+y^2+z^2+2yz-2xy-2xz=361……展开
19+2yz-2zx-2xy=361……代入
所以:yz-zx-xy=(361-19)/2=171
x-y-z=19
(x-y-z)^2=19^2=x^2+y^2+z^2+2(yz-zx-xy)
所以yz-zx-xy=(19^2-19)/2=171
(x-y-z)^2=x^2+y^2+z^2-2xy-2xz+2yz=19^2
2yz-2xy-2xz=19^2-19=342
yz-zx-xy=171
(x-y-z)²=19²
x²+y²+z²-2xy-2xz+2yz=361
x²+y²+z²=19
所以-2xy-2xz+2yz=361-19=342
所以yz-zx-xy=171
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