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Algebra II Textbook26 chapters | 256 lessons

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An augmented matrix is another form that a matrix can take and is constituted by a combination of two independent matrices. This quiz and worksheet combo will test your understanding of this type of matrix and how to use it to more easily work with linear systems. The quiz questions will test you on rewriting equations in augmented matrices.

In these assessments, you'll be tested on:

- Rewriting linear equations
- Writing linear equations into augmented matrices
- Identifying the equations that are part of an augmented matrix

This quiz and worksheet will allow you to test your skills in the following areas:

**Making connections**- use your understanding of the concept of linear equations and matrices**Problem solving**- use your acquired knowledge to solve augmented matrices practice problems**Information recall**- access the knowledge you've gained regarding augmented matrices

To learn more, review the lesson titled How to Write an Augmented Matrix for a Linear System. This lesson covers the following objectives:

- Define augmented matrices
- Describe how augmented matrices and linear systems are related
- Understand how to create and solve augmented matrices

You are viewing lesson
Lesson
2 in chapter 10 of the course:

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Algebra II Textbook26 chapters | 256 lessons

- What is a Matrix? 5:39
- How to Write an Augmented Matrix for a Linear System 4:21
- Matrix Notation, Equal Matrices & Math Operations with Matrices 6:52
- How to Solve Inverse Matrices 6:29
- How to Solve Linear Systems Using Gaussian Elimination 6:10
- How to Solve Linear Systems Using Gauss-Jordan Elimination 5:00
- Inconsistent and Dependent Systems: Using Gaussian Elimination 6:43
- Multiplicative Inverses of Matrices and Matrix Equations 4:31
- How to Take a Determinant of a Matrix 7:02
- Solving Systems of Linear Equations in Two Variables Using Determinants 4:54
- Solving Systems of Linear Equations in Three Variables Using Determinants 7:41
- Using Cramer's Rule with Inconsistent and Dependent Systems 4:05
- How to Evaluate Higher-Order Determinants in Algebra 7:59
- Go to Algebra II: Matrices and Determinants

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