Solve Systems of 3 Linear Equations by Matrices: Gauss-Jordan Elimination
using the Personal Algebra Tutor ®

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- Using Gauss Jordan Elimination.
- Use Elementary Row Operations
- Find Coefficient Matrix,
- Find Augmented Matrix
- Find Reduced Row-Echelon form

Main Screen:

  1. In Task Box, select
    Solve a Systems of Linear Equations

  2. In Solution Methods box, select only if required

  3. Click on the
    Get Equation button
Takes you to Input screen.
Systems of Linear Equations setup screen


Equations input screen

  1. Select number of equations

  2. Select desired
    Solution Method.

  3. Here,
    Matrices using
    Gauss-Jordan Elimination
    is selected.

  4. Click in Equation 1, 2, 3 text boxes.
    Enter equations

  5. Click on the
    Solve button
Select Solution Methods including Determinants, Gauss-Jordan Elimination, Gauss Elimination with Back Substitution

Equations input screen: Solution shown.

  1. Shows solution

  2. Click on the
    Show Output button

Using Matrices: Gauss-Jordan Elimination >

Systems of Linear Equations: Showing Solution

Solution:
Systems of
3 Linear Equations
Using Gauss-Jordan Elimination

- Show Elementary Row Operations
- Find Coefficient Matrix,
- Find Augmented Matrix
- Show Reduced Row-Echelon form
Systems of Linear Equations Gauss-Jordan Elimination Solution