Author: S .Mallika, G.Annes joshiba Assistant professor, P G Scholar Department of Mathematics, Shrimati Indira Gandhi College, Trichy, Tamil Nadu, India
Published On: 2021-03-17
The ternary quadratic equation given by X2+10xy+32y2=8z2 is considered and searched for its many different integer solution. Five different choices of integer solution of the above equations are presented. A few interesting relations between the solutions and special polygonal numbers are presented.
Key Words: ternary quadratic, integer solutions
MSC subject classification: 11D09
4
2021
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Research Article
2/11, SASTRI NAGAR, KOYEMBEDU, CHENNAI-600107
9488577176
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