Authors :
Manju Somanath; T.Anupreethi; V.Sangeetha
Volume/Issue :
Volume 8 - 2023, Issue 11 - November
Google Scholar :
http://tinyurl.com/4utsxep3
Scribd :
http://tinyurl.com/339nc2xr
DOI :
https://doi.org/10.5281/zenodo.10443901
Abstract :
The ternary quadratic Diophantine
equationM2 + N2 − 14M + 18N = 130(R
2 − 1) is
analysed for its non-zero integral solutions.Different
patterns of solutions are obtained by employing the
methods of factorization, and cross multiplication.
The ternary quadratic Diophantine
equationM2 + N2 − 14M + 18N = 130(R
2 − 1) is
analysed for its non-zero integral solutions.Different
patterns of solutions are obtained by employing the
methods of factorization, and cross multiplication.
