Problem 629. Cubic Integer Constrained Solution
71.7% Correct | 28.3% Incorrect
Last Solution submitted on Oct 26, 2022
yurenchu on 20 Jun 2017
The solution (or actually one of many solutions) of this cubic equation with minimal integer positive value of (x+y+z), is x = 30,864,197 , y = -246,913,580 , z = 216,049,384 ; in that case, x+y+z = 1, and you can't get smaller than that. (Sorry, I wrote the same thing as a remark in the solution script, but I made a typo and wrote the wrong value of z there.)
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