Vol. 1, Issue 4, Part C (2015)
OBSERVATIONS ON THE HYPERPOLA Y2 = 35X2 +1
OBSERVATIONS ON THE HYPERPOLA Y2 = 35X2 +1
Author(s)
M. A. Gopalan, J. Shanthi, D. Kanaka
Abstract
The binary quadratic equation y2 = 35x2+1 is analysed for its non-zero distinct integer solutions. A few interesting relations among the solutions are presented. Some interesting relations connecting the solutions and polygonal numbers are presented. Employing the integral solutions of the equation under consideration, a special Pythagorean triangle is obtained.
How to cite this article:
M. A. Gopalan, J. Shanthi, D. Kanaka. OBSERVATIONS ON THE HYPERPOLA Y2 = 35X2 +1. Int J Appl Res 2015;1(4):108-110.