Asian Journal of Mathematics & Statistics

Volume 16 (1), 1-5, 2023


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Solutions of the Exponential Diophantine Equations (22m+1-1)+ 19n+31p + 37q = z2 and (22m+1-1)+19n+31p+37q+43r = z2

Hari Kishan, Surya Gautam and Megha Rani

Several studies have discussed the non-linear exponential Diophantine equations. In this paper, two exponential Diophantine equations, given by (22m+1-1)+ 19n+31p+37q = z2 and (22m+1-1)+19n+31p+37q+43r = z2 have been discussed. Their whole number solutions have been discussed.

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How to cite this article:

Hari Kishan, Surya Gautam and Megha Rani, 2023. Solutions of the Exponential Diophantine Equations (22m+1-1)+ 19n+31p + 37q = z2 and (22m+1-1)+19n+31p+37q+43r = z2. Asian Journal of Mathematics & Statistics, 16: 1-5.


DOI: 10.3923/ajms.2023.1.5
URL: https://ansinet.com/abstract.php?doi=ajms.2023.1.5

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