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Cubic Impression (Posted on 20131102) 

Express each of X, Y and Z in terms of a,b,c,p,q and r so that the equation given below becomes an identity.
(a^{3}+b^{3}+c^{3}  3abc)(p^{3}+q^{3}+r^{3}  3pqr) = X^{3}+Y^{3}+Z^{3}  3XYZ
Note: Disregard any permutations. For example, if (X, Y, Z) = (α, β, γ), then (X, Y, Z) = (β, γ, α) is invalid.
re(2): No Subject

Comment 4 of 4 

(In reply to re: No Subject by broll)
Ty, Broll.


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