Volume : V, Issue : IX, September - 2016
ON TERNARY CUBIC DIOPHANTINE EQUATION 3(x2+y2)5xy +x+y+1=15z3
R. Anbuselvi, K. Kannaki
Abstract :
The non–homogeneous cubic equation with three unknowns represented by the Diophantine equation is analyzed for its patterns of non–zero distinct integral solutions. A few interesting properties among the solutions are presented.
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DOI : 10.36106/ijsr
Cite This Article:
R.Anbuselvi, K.Kannaki ON TERNARY CUBIC DIOPHANTINE EQUATION 3(x2+y2)5xy +x+y+1=15z3 International Journal of Scientific Research,Volume : 5 | Issue : 9 |September 2016
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R.Anbuselvi, K.Kannaki ON TERNARY CUBIC DIOPHANTINE EQUATION 3(x2+y2)5xy +x+y+1=15z3 International Journal of Scientific Research,Volume : 5 | Issue : 9 |September 2016
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