Conclusions about the system of linear equations.   Gauss and Kramer

Ro'ziyev Jamshid Xudoyberdiyevich

Conclusions about the system of linear equations. Gauss and Kramer

Authors

Ro'ziyev Jamshid Xudoyberdiyevich Academic Lyceum of Tashkent State University of Economics, teacher of mathematics

Keywords:

Cramer’s rule, systems of linear equations, Determinants, 2 × 2 Cramer-Elimination Method

Abstract

Cramer’s Rule is a 262-year old approach to solving systems of n linear equations in n variables. For a system of 3 linear equations, Cramer’s rule requires the computations of the determinants of four 3 × 3 matrices (9 determinants of 2 × 2 matrices or 9 cofactors).

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Published

2022-12-05

How to Cite

Ro'ziyev Jamshid Xudoyberdiyevich. (2022). Conclusions about the system of linear equations. Gauss and Kramer. Vital Annex: International Journal of Novel Research in Advanced Sciences, 1(5), 419–422. Retrieved from https://innosci.org/IJNRAS/article/view/555