4 ms·
So simple to check, yet so hard to find. I love these kind of mathematical problems. In irb or python interpreter copy and paste 8866128975287528**3+(-87784
by skunkworker 8y ago
So simple to check, yet so hard to find. I love these kind of mathematical problems.
In irb or python interpreter copy and paste
8866128975287528**3+(-8778405442862239)**3+(-2736111468807040)**3
Though another question, are there an infinite number of possible solutions to this problem? Or just 1 solution with numbers in this length?
- archgoon 8y ago> are there an infinite number of possible solutions to this problem? Unknown. From the article: 'A major result would be to prove the conjecture that k = x³ + y³ + z³ has infinitely many solutions for every whole number k, except those k that have a remainder of 4 or 5 after being divided by 9.'
- ldd 8y agoIt works in your browser with javascript if it supports bigInt[0] 8866128975287528n**3n+(-8778405442862239n)**3n+(-2736111468807040n)**3n [0]:https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/BigInt https://developer.mozilla.org/en-US/docs/Web/JavaScript/Refe...