The approach for solving a system of linear equations with three variables is comparable to the method for systems with two variables. We reduce all variables by adding the system to two equations with two variables. Once we have a system of two equations in two variables, we can eliminate a variable using addition or substitution. The result is a single-variable equation. This equation is solved to determine the value of the remaining variable. Back-substitution yields additional variable values.

## What is the “Systems of Equations with 3 Variables Word Problems Worksheet (PDF)”?

This worksheet contains solutions for solving word problems with three variables. This will include a discussion of sample problems and activities to further evaluate the topic.

How will the “Systems of Equations with 3 Variables Word Problems Worksheet (PDF)” help you?

This worksheet will assist you in solving worded problems containing three variables. This will discuss the steps in solving the systems of equations.

## Instructions on how to use the “Systems of Equations with 3 Variables Word Problems Worksheet (PDF).”

Use this worksheet to have a complete understanding of solving worded problems with three variables. Study the steps through the example given and practice the exercises provided

## Conclusion

In mathematics, solving worded problems with three variables can be tricky. Still, once the steps were followed and the correct elimination process was done, the values of the variables could be solved and checked.

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