Solution of a system of linear equations using the Jordan-Gaussca

The Jordan-Gauss method is better known as a calculation method, in which by excluding all unknowns, they transform the matrix obtained from the coefficients of the studied system of linear equations.

As a result of performing sequential steps to process the original matrix, the so-called inverse matrix is found. Gauss invented the method, Jordan (Jordan) modified it into a more convenient form for use.

The application of an online calculator using the Jordan-Gauss method allows significantly accelerating the solution of various practical tasks that can be described by several linear equations. These tasks may be in the field of logistics and transportation, production planning in various directions.