Matrice : Gauss-Jordan

Matrice : Gauss-Jordan
Latest Version v2.0.10
Update Dec,30/2024
OS Android 5.1 or later
Category Productivity
Size 8.00M
Tags: Productivity
  • Latest Version v2.0.10
  • Update Dec,30/2024
  • Developer
  • OS Android 5.1 or later
  • Category Productivity
  • Size 8.00M
Download Download(v2.0.10)

The Gauss-Jordan App provides a comprehensive solution for solving systems of equations with 'n' unknowns using the Gauss-Jordan elimination method (or Gaussian elimination). This powerful tool handles various number formats, including integers, decimals, and fractions, delivering results in both fractional and decimal forms. Users benefit from detailed, step-by-step solutions, allowing for a clear understanding of the process. The app further enhances usability by enabling users to save results as images.

Beyond equation solving, the Gauss-Jordan App extends its functionality to polynomial equation calculations. Given a set of points, it determines the corresponding polynomial equation and displays it graphically. Furthermore, it offers convenient tools for fraction simplification and integer decomposition.

Key features include:

  • Robust Equation Solving: Solves systems of equations with 'n' unknowns using Gauss-Jordan or Gaussian elimination, accepting integers, decimals, and fractions as input. Results are presented in both fractional and decimal formats.
  • Step-by-Step Guidance: Provides a detailed, step-by-step walkthrough of the solution process for enhanced learning and understanding.
  • Image Saving: Allows users to conveniently save solution results as images.
  • Polynomial Calculation & Graphing: Calculates polynomial equations based on provided points and presents the results graphically.
  • Additional Utilities: Includes tools for fraction simplification and integer decomposition.

The Gauss-Jordan App offers an intuitive interface and a versatile set of features, making it an ideal tool for students, educators, and anyone working with equations, fractions, and decimals.

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