The Extended Infinite Geometric Series Theorem for 10-adic Number Conversion

Author(s)	Shllok Rawat
Country	India
Abstract	This paper looks at an extension of the infinite geometric series, exploring its applications in the 10-adic number system. This paper aims to prove that the conventional sum-to-infinity formula, S∞= a/( 1−r) can be used to quantify 10-adic numbers. This study acts as a mathematical bridge between the decimal and p-adic worlds, aiming to prove that the infinite geometric series formula can be used while converting from 10-adic to decimal numbers, when r = 10n and where n ∈ Z+.
Field	Mathematics
Published In	Volume 6, Issue 4, July-August 2024
Published On	2024-08-14
Cite This	The Extended Infinite Geometric Series Theorem for 10-adic Number Conversion - Shllok Rawat - IJFMR Volume 6, Issue 4, July-August 2024. DOI 10.36948/ijfmr.2024.v06i04.26114
DOI	https://doi.org/10.36948/ijfmr.2024.v06i04.26114
Short DOI	https://doi.org/gt65bj

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