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what does \(\sum(a^2(b-c)^2)\) mean?
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I read but don't get what it mean. Please, help how to prove the expression
It would be nice if you could show the rest of the problem to give some context in figuring this out haha
My best guess is it means to go through a,b, and c in like some sorta cyclic order or something? like: \[a^2(b-c)^2 + b^2(c-a)^2 + c^2(a-b)^2\]
The expression I need prove is just this. No solution for it.
Ignore it, if we have to prove the first expression, that is \((ab+bc+ac)^2\geq 3abc(a+b+c)\)
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How to start?
this makes no sense, there is no index
also, what would you prove if there was? It is sort of like saying 'prove 2+3' .
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