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VOL. 3, ISSUE 3 (2018)
On the ternary quadratic Diophantine equation 6(X2 + Y2)-11XY + 2(X + Y) + 4 = 27Z2
Authors
S Vidhyalakshmi, MA Gopalan, S Thenmozhi
Abstract
The ternary quadratic equation given by 6(X2 + Y2)-11XY + 2(X + Y) + 4 = 27Z2 is considered and searched for its many different integer solutions. Four different choices of integer solutions to the above equation are presented. A few interesting relations between the solutions and special polygonal numbers are presented.
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Pages:130-135
How to cite this article:
S Vidhyalakshmi, MA Gopalan, S Thenmozhi "On the ternary quadratic Diophantine equation 6(<em>X2</em> + <em>Y</em><em>2</em>)-11<em>XY</em> + 2(<em>X</em> + <em>Y</em>) + 4 = 27<em>Z2</em>". International Journal of Academic Research and Development, Vol 3, Issue 3, 2018, Pages 130-135
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