Gauss Jordan Elimination : Overview

Convert a 2x2 or 3x3 matrix into reduced-row echelon form also called as identity matrix - A matrix consists of 0's with diagonal 1's. I am aware that this code does not follow best practices, but I am striving to improve myself and become a better developer someday.

⚒ How does it work?

1. Input the type of matrix and its content

2. The program will then proceed to the process of converting it to an identity matrix including the row operations performed in each step and the solution.

3. The program will stop until it reaches the reduced row-echelon form

Want to try out the challenge?

Link: https://drive.google.com/file/d/1X4z4pOIr0gI6zboOY5wdbSP7g1vIHZsQ/view?usp=sharing

🚀 To run this project on your local machine.

1. Download an extension or node.js

https://nodejs.org/en/download/

2. Go to the project directory.

cd <project folder>

3. Make a new terminal and run the command.

 node gauss

4. Press tab then hit enter.

📍 What is Gauss Jordan Elimination?

• https://brilliant.org/wiki/gaussian-elimination/
• https://youtu.be/eYSASx8_nyg

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