Find the sum of all integers c, such that for some integers a and b satisfying a<b<c,a(b−c)^4+b(c−a)^4+c(a−b)^4=836…, i also tried factorization, which gave very big terms whose product is 836.
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Do you have results for specific Diophantine equations that satisfy ax^4 + by^4 + cz^4 = n?
First of all, can u explain me what is a Diaphontine equation. Also,if i just consider it a equation, my answer is NO.
Diophantine equation - Wikipedia, the free encyclopedia Diophantine Equation -- from Wolfram MathWorld
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