Problem 629. Cubic Integer Constrained Solution

Find an integral non-trivial solution (x,y,z ~=0) (x=0 or y=0 or z=0 are trivial) for the cubic equation

 987,654,321x + 123,456,789y + z = (x+y+z)^3.

Provide solution with minimum Positive value of (x+y+z). The solution does not require x,y,or z to be positive.

Question courtesy of The Contest Center

One method: meshgrid

Solution Stats

75.86% Correct | 24.14% Incorrect
Last Solution submitted on Apr 02, 2019

Solution Comments