The Gauss-Jordan APP is a powerful tool for solving equations with "n" unknowns using the Gauss-Jordan method, also known as "Gaussian pivot." It handles various number formats, including decimals, integers, and fractions, providing results in both fractional and decimal forms. The app excels in its user-friendly approach, offering step-by-step explanations of the solution process, allowing users to visualize and understand the steps involved. Furthermore, it enables users to save the results as images for easy reference and sharing.

Beyond solving equations, the Gauss-Jordan APP extends its functionality to polynomial equations. It can calculate the polynomial equation corresponding to given points and display the result with a corresponding graph, providing a visual representation of the relationship between the points and the equation. Additionally, the app offers features for simplifying fractions and decomposing integers, enhancing its versatility for various mathematical tasks.

The Gauss-Jordan APP software boasts several advantages:

• Comprehensive Equation Solving: Solves equations with "n" unknowns using the Gauss-Jordan method, handling decimals, integers, and fractions.
• Flexible Output: Provides results in both fractional and decimal formats, catering to different user preferences.
• Step-by-Step Guidance: Offers detailed step-by-step explanations of the solution process, enhancing understanding and learning.
• Image Saving: Allows users to save the results as images for easy reference and sharing.
• Polynomial Equation Calculation: Calculates polynomial equations based on given points and displays the corresponding graph.
• Additional Features: Simplifies fractions and decomposes integers, expanding its utility beyond equation solving.

Overall, the Gauss-Jordan APP provides a user-friendly interface and a comprehensive set of functions for solving equations, working with fractions, decimals, and integers, and exploring polynomial relationships. It's a valuable tool for students, educators, and professionals seeking efficient and insightful solutions to mathematical problems.