Solving Linear Algebraic Equations Using Inverse with Identity Matrix and Gauss Elimination Methods

Abstract

The application of matrix used to solve linear system of equations can give more information about the nature of systems of linear equations than the numerical values of the unknowns. Solving linear equations simultaneously using substitution or elimination method is a simple task, but it becomes difficult most especially when the unknown variables are beyond two (2) or three (3).In this research work, application of matrices shall be employed to solve linear algebraic equations using inverse method. The results shall be validated by Gauss elimination method.

Authors and Affiliations

I. A. Olopade

Keywords

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  • EP ID EP649710
  • DOI -
  • Views 145
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How To Cite

I. A. Olopade (2018). Solving Linear Algebraic Equations Using Inverse with Identity Matrix and Gauss Elimination Methods. International Journal of Emerging Technologies in Computational and Applied Sciences, 23(1), 6-14. https://europub.co.uk/articles/-A-649710