Consider the diophantine equation:
xy(y + 2(6n + 3 + x)) == 36n^3 + 54n^2 + 27n - 4, where x,y,n are nonzero integers, what commands do I run on sagemath to get specifically integer values to my question?
Revision history [back]
 | 1 | initial version |
solving this diophantine equation on sagemath
solving this diophantine equation on sagemath
Consider the diophantine equation:
xy(y x*y*(y + 2(6n 2(6*n + 3 + x)) == 36n^3 36*n^3 + 54n^2 54*n^2 + 27n 27*n - 4, 4, where x,y,n x,y,n are nonzero integers, what commands do I run on sagemath to get specifically integer values to my question?
| | 3 | retagged |
solving this diophantine equation on sagemath
Consider the diophantine equation:
x*y*(y + 2(6*n + 3 + x)) == 36*n^3 + 54*n^2 + 27*n - 4, where x,y,n are nonzero integers, what commands do I run on sagemath to get specifically integer values to my question?
