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Solve Linear Equations (Distributive)
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Examples, solutions, videos, and worksheets to help Grade 7 and Grade 8 learn how to transform equations into simpler forms using the distributive property and solve the equations. Learn that not every linear equation has a solution.
Transforming and solving equations using the distributive property involves applying the property to simplify the equation, then solving it as you would any linear equation. Below is a detailed explanation of how to do this.
Steps to Transform and Solve Equations Using the Distributive Property
A linear equation has no solution when, after simplifying, you end up with a statement that is always false, like 5=0. This usually happens when the equation involves two expressions that cannot be equal no matter what value of the variable you use.
Have a look at this video if you need to review how to solve linear equations using distribution.
Click on the following worksheet to get a printable pdf document.
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(Answers on the second page.)
Solve Linear Equation, Distributive Worksheet #1
Solve Linear Equation, Distributive Worksheet #2
Solve Linear Equation, Distributive Worksheet #3
Solve Linear Equation, Distributive Worksheet #4
Solve Linear Equation, Distributive Worksheet #5
Solve Linear Equation, Distributive Worksheet #6 (no solution)
Solve Linear Equation, Distributive
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