# Solving Systems of Linear Equations Part 3: Basic Elimination

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### Attachments

Accessible Version Accessible version in PDFformat.

### General Information

Subject(s): Mathematics (B.E.S.T.)
Grade Level(s): 9, 10, 11, 12
Intended Audience: Students
Keywords: solving system of equations, elimination, systems of linear equations, method of elimination, eliminate a variable, solve systems of linear equations algebraically, add equations, subtract equations, mathematics, algebra, equations, basic elimination, interactive, tutorials, elearning, e-learning
Instructional Component Type(s):

## Aligned Standards

This vetted resource aligns to concepts or skills in these benchmarks.

## Suggested Tutorials

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Solving Systems of Linear Equations Part 6: Writing Systems from Context:

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Solving Systems of Linear Equations Part 5: Connecting Algebraic Methods to Graphing:

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This part 5 in a 7-part series. Click below to explore the other tutorials in the series.

Solving Systems of Linear Equations Part 4: Advanced Elimination:

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This part 4 in a 7-part series. Click below to explore the other tutorials in the series.

Solving Systems of Linear Equations Part 2: Substitution:

Learn to solve systems of linear equations using substitution in this interactive tutorial.

This part 2 in a 7-part series. Click below to explore the other tutorials in the series.

Part 1: Solving Systems of Linear Equations Part 1: Using Graphs

Part 3: Solving Systems of Linear Equations Part 3: Basic Elimination (Coming soon)

Part 4: Solving Systems of Linear Equations Part 4: Advanced Elimination (Coming soon)

Part 5: Solving Systems of Linear Equations Part 5: Connecting Algebraic Methods to Graphing (Coming soon)

Part 6: Solving Systems of Linear Equations Part 6: Writing Systems from Context (Coming soon)

Part 7: Solving Systems of Linear Equations Part 7: Word Problems (Coming soon)

Solving Systems of Linear Equations Part 1: Using Graphs:

Learn how to solve systems of linear equations graphically in this interactive tutorial.

Solving an Equation Using a Graph:

Follow as we learn why the x-coordinate of the point of intersection of two functions is the solution of the equation f(x) = g(x) in this interactive tutorial.

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