prove that : x²+y²+z²-xy-yz-zx is always positive
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Its not in all cases, if you take x=1,y=1,z=1
This equation will give “0”.
You can't say Always Positive.
Even this is valid for all equal value of x,y,z
I.e. x=y=z and should belong to Real No. set
[ 0 is neither positive nor negeative ]
This equation will give “0”.
You can't say Always Positive.
Even this is valid for all equal value of x,y,z
I.e. x=y=z and should belong to Real No. set
[ 0 is neither positive nor negeative ]
Sobhit2810:
But if different values are allowed to be assigned for each variables, then why would there be three different variables and not just one?
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