#algebraic manipulations?
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since a + b + c = 0
we can say that
a^4 + b^4 + c^4 = 2[(ab)^2 + (bc)^2 + (ac)^2]
but i cant get any good form?
Wait, show your work.
I don't think the third line follows.
it does when a+b+c = 0
Then that's a step you need to make more explicit, because to me it looks like you just squared every individual term when that's not how squaring works in an equation.
yeah but how'd you approach the original problem
Wait, no, I see what you did.
I didn't yet.

should here be a 2
print mistake maybe
since it will lead to symmetry?
I don't know how to solve the problem. Anything I do or suggest is just going to be playing around with the given equations same as you.
I thought about that, but I'm not sure.
oh ok
thanks anyways tho
@sinful skiff has given 1 rep to @livid meteor
Like, let me be clear, I know "how to solve the problem" in the sense that I know the family of legal operations that must necessarily lead in some combination to the solution if such a solution exists, I just don't know which conbination to use them in and I'm not in a position to make the attempt right now.
My instinct is to clear the denominators in the second equation.
i did it
it was easy done with recurrence
.close