STEP BY STEP LINEAR EQUATION METHOD

Abstract

Linear equations represent a clear and versatile mathematical method for solving system of linear equations using matrix notation. This abstract provides an overview of the concept, where variables and constant are expressed in matrices, while the form of the equation is represented by the form of matrix multiplication. Solutions to linear equations can use various matrices operations, such as matrix addition, multiplication, inverse Cramers’s Rule, Gauss’s , Doolittle’s , and Crout’s elimination. These applications are widely used in various fields, including engineering, physics, computer science, and economics. In addition,this application also helps in testing efficient analysis and is suitable for solving a complex system with various variables ans constant. The understanding and application of linear equations plays an important role in solving critical mathematical problems asa well as various other scientific problems.