Gauss's algorithm

Gauss's algorithm, also known as Gaussian elimination, is a systematic method for solving systems of linear equations. It involves steps to convert the system's equations into an upper triangular form (zeros below the main diagonal) by eliminating variables through row operations. Once in this form, you can easily solve for variables starting from the bottom equation upward (back substitution). This process helps in finding solutions efficiently, especially for larger systems, and is fundamental in linear algebra for analyzing and solving mathematical models across various fields.