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Gold, J. F., & Tucker, D. H. (1995). A novel solution of linear congruences. In NCUR IX (Vol. 2), pp. 708-712.

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Article

Linear Congruence axb (mod n) Solver

1Mindoro State College of Agriculture and Technology – Calapan City Campus, Masipit, Calapan City, Oriental Mindoro, Philippines


American Journal of Educational Research. 2018, Vol. 6 No. 2, 149-151
DOI: 10.12691/education-6-2-10
Copyright © 2018 Science and Education Publishing

Cite this paper:
Polemer M. Cuarto. Linear Congruence axb (mod n) Solver. American Journal of Educational Research. 2018; 6(2):149-151. doi: 10.12691/education-6-2-10.

Correspondence to: Polemer  M. Cuarto, Mindoro State College of Agriculture and Technology – Calapan City Campus, Masipit, Calapan City, Oriental Mindoro, Philippines. Email: polemath@yahoo.com

Abstract

Although there are existing methods for solving linear congruence ax ≡ b (mod n), finding solutions still remain difficult especially when the modulus n is large. Thus, this paper aimed to develop a linear congruence solver that will provide step by step solutions even for large modulus n. The linear congruence solver was based on alternative numerical method devised by the researcher and was developed using Microsoft Visual Studio C# programming language. The system was tested using ISO 9126 standard questionnaire for software quality characteristics such as functionality, reliability, and usability. The result of the evaluation shows that the developed linear congruence solver is highly functional, highly reliable and highly usable. The use of linear congruence solver as an instructional aid for instructors and students is highly recommended.

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