Special Pairs of Pythagorean Triangles and Dhuruva nber

Authors

  • E.Premalatha

  • M.A. Gopalan

  • R.Presenna

pairs of pythagorean triangles, dhuruva number, primitive and non-primitive pythagorean triangles

Abstract

We present pairs of Pythagorean triangles, such that in each pair, the difference between their perimeters is two times the Dhuruva number. Also we present the number of pairs of primitive and non-primitive Pythagorean triangles.

Downloads

How to Cite

Special Pairs of Pythagorean Triangles and Dhuruva nber. (2015). Global Journal of Science Frontier Research, 15(F1), 33-37. https://www.journalofscience.org/index.php/GJSFR/article/view/1528

References

(2015) Unknown Title. 186, 104-195.

W Sierpinski (2003) Pythagorean triangles.

M Gopalan, G Janaki (2008) Pythagorean triangle with area/perimeter as a special polygonal number. 27(2), 393-402.

M Gopalan, A Vijayasankar (2010) Observations on a Pythagorean problem. XXXVI(4), 517-520.

M Gopalan (2008) Pythagorean Triangle with Area/ Perimeter as a special polygonal number. 7(3), 52-62.

M Gopalan, A Gnanam (2007) Pairs of Pythagorean triangles with equal perimeters. 1(2), 67-70.

M Gopalan, S Leelavathi (2007) Pythagorean triangle with 2 area/perimeter as a cubic integer. 26(2), 197-200.

M Gopalan, A Gnanam (2007) A special Pythagorean problem. XXXIII(4), 1435-1439.

A Gnanam, M Gopalan, C Dinesh (2007) Farey Matrix. 19(1), 1-6.

M Gopalan, S Devibala (2006) On a Pythagorean problem. XXXII(4), 1451-1452.

J Shanthi, M Gopalan (2013) Formulation of Special Pythagorean Triangles through Integer Solutions of the Hyperbola = ( + ) +. 17(41), 4307-4312.

M Gopalan, A Gnanam (2010) Pythagorean triangles and Polygonal numbers. 9(1-2), 211-215.

K Meena, S Vidhyalakshmi, B Geetha, A Vijayasankar, M Gopalan (2008) Relations between special polygonal numbers generated through the solutions of Pythagorean equation. 5(2), 15-18.

M Gopalan, G Janaki (2008) Pythagorean triangle with perimeter as Pentagonal number. 5(2), 15-18.

M Gopalan, G Sangeetha (2010) Pythagorean triangle with perimeter as triangular number. 3(1-2), 93-97.

M Gopalan (2013) Pythagorean Triangle with Area/ Perimeter as a special polygonal number. 7(3), 52-62.

M Gopalan (2012) Pythagorean Triangle with Area/ Perimeter as a special polygonal number. 7(3), 52-62.

J Kapur (1997) Dhuruva numbers. 17.

Bert Miller (1980) Nasty numbers. 73(9), 649.

Charles Bown, . (1981) Nasties are primitives. 74(9), 502-504.

P Sastry (2001) Jarasandha numbers. 37(9).

M Gopalan, V Sangeetha, Manjusomanath (2013) Pythagorean triangle and Polygonal number. 2(2), 151-156.

M Gopalan, G Janaki (2008) pythagorean triangle with nasty number as a leg. 4(1-2), 13-17.

M Gopalan, S Devibala (2008) Pythagorean triangle with triangular number as a leg. 2(4), 195-199.

Mita Dr, Darbari (2014) A connection between Hardy-Ramanujan number and special Pythagorean triangle. 3(2), 71-73.

M Gopalan, S Vidhyalaksmi, E Premalatha, R Presenna (2014) Special Pythagorean triangles and 5-digit dhuruva numbers. 1(4), 29-33.

Special Pairs of Pythagorean Triangles and Dhuruva nber

Published

2015-02-06

How to Cite

Special Pairs of Pythagorean Triangles and Dhuruva nber. (2015). Global Journal of Science Frontier Research, 15(F1), 33-37. https://www.journalofscience.org/index.php/GJSFR/article/view/1528