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Methods of Gauss elimination and Gauss-Jordan for solving linear systems of equations, Study notes of Numerical Methods in Engineering
Two methods for solving linear systems of equations: Gauss elimination and Gauss-Jordan. The former is used to transform the system into an upper triangular matrix, while the latter is used to transform it into a reduced row echelon form. examples of both methods being applied to different matrices. likely intended for a mathematics or engineering course at the university level.
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2020/2021
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