Bulletin of Pure & Applied Sciences- Mathematics and Statistics
Open Access
  • Year: 2010
  • Volume: 29e
  • Issue: 1

Integral solutions of x3 + y3 + 8k(x + y) = (2k +1)z3

  • Author:
  • M.A. Gopalan, J. Kaliga Rani1,
  • Total Page Count: 5
  • Page Number: 95 to 99

1Department of Mathematics, P.S.N.A College of Engg. & Tech., Dindigul

Department of Mathematics, Saranathan college of Engineering, Trichy

*Email: gopalanma@yahoo.com

**Email: kaliga_rani@yahoo.co.in

Online published on 22 February, 2013.

Abstract

The ternary cubic diophantine equation x3 + y3 + 8k(x + y) = (2k +1)z3 is analysed for its non-zero distinct integral solutions. A few relations among the solutions are presented.

Keywords

Ternary cubic diophantine equation, integral solutions