Método de Gauss

The Método de Gauss, or Gaussian elimination, is a systematic way to solve systems of linear equations. It involves transforming the system’s equations into an equivalent form where the solution becomes straightforward. This is done by using basic operations like adding or subtracting equations and multiplying by numbers to eliminate variables step-by-step, creating a triangular (or simplified) system. Once in this form, you can easily solve for each variable starting from the bottom. It’s a reliable and efficient method widely used in mathematics and engineering to find unknowns in complex problems.