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This term paper demonstrates programming solutions for matrix inversion, highlighting applications and benefits.
Matrix inversion is a numerical method for solving a series of simultaneous equations. This term paper deals with using programming languages C++ and python to develop programs that can solve simultaneous equations with 2,3 or 4 variables (i.e. programs which can compute the values for 4x4, 3x3 and 3x3 matrices problems). In this paper, key factors in matrices such as determinants, adjugate, cofactors, transposes and determinants were reiterated for basic understanding. Going forward, it also briefly explains the benefit of the application of matrix inversion method to some real-life situations as well as the steps in solving the modelled problems using C++ and python. Keywords – Matrix, C++, Python, Inversion, Modelling, Application. iSTEAMS Multidisciplinary Conference Proceedings Reference Format Oshinubi, K., Ikpeme E. James, Daramola, F., Afolabi, A. O, Nwaocha, O.V & Longe, O.B. (2019): Global Leadership and Implications for Organizations. Proceedings of the 20th iSTEAMS Multidisciplinary Trans-Atlantic Conference, KEAN University, New Jersey, United States of America. 10th – 12th October, 2019. Pp 9-42 www.isteams.net/usa2019 - DOI Affix - https://doi.org/10.22624/AIMS/iSTEAMS-2019/V20N1P2
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Oshinubi et al. (2019) studied this question.
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