ON THE DIOPHANTINE EQUATION $483^x + 485^y = z^2$
ON THE DIOPHANTINE EQUATION $483^x + 485^y = z^2$
In this paper, we show that the Diophantine equation 483 x +485 y = z 2 has a unique non-negative integer solution where x, y and z are non-negative integers.The solution (x, y, z) is (1, 0, 22).