On Integers which are Ratios of Two Triangular Numbers

C. G. Khatri; A. M. Vaidya

doi:10.18311/jims/1971/16730

On Integers which are Ratios of Two Triangular Numbers

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Authors

C. G. Khatri
Department of Mathematics and Statistics, University School of Sciences, Gujarat University, Ahmedabad ,IN
A. M. Vaidya
Department of Mathematics and Statistics, University School of Sciences, Gujarat University, Ahmedabad ,IN

DOI:

https://doi.org/10.18311/jims/1971/16730

Abstract

For a positive integer n, the nth. triangular number T_n is defined by T_n ==1/2n(n + 1). For a given integer t, we consider the equation

T_a/T_b = t (1)

If there is a solution T_a, T_b of (1),

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Published

1971-12-01

How to Cite

Khatri, C. G., & Vaidya, A. M. (1971). On Integers which are Ratios of Two Triangular Numbers. The Journal of the Indian Mathematical Society, 35(1-4), 205–215. https://doi.org/10.18311/jims/1971/16730