Using the Distributive Property when Solving EquationsSo far you've learned how to solve one step equations and two-step equations. Now we are going to take a minute to combine our knowledge of solving equations, the distributive property, and combining like terms.
It seems pretty easy to learn all of these skills in isolation, but using them together to solve one problem is the key in Algebra 1!
So, how does this work? Here are a few steps to take when you come across an algebra equation that looks a little more challenging! Steps for Solving Algebra EquationsLet's look at a couple of examples to clarify those steps for you! Example 1
That example was pretty easy, I know! Let's look at one that requires a few more steps! Are You Completely Stumped by the Distributive Property?If you are stumped and don't know where to turn, try the Algebra Class E-course. You will have access to several more examples on video, plus lots of practice problems with detailed, step-by-step solutions. It's like having your very own tutor - I promise! Example 2
Ok... just one more example. This one is a little more difficult. You will have to distribute twice! Example 3
Ok... ready to practice a couple on your own? Practice Problems1. 3(x -2) + 5 = 17 2. -2(2x -4) + 3(x + 2) = 15 Answer KeyProblem 1
Problem 2
So, how did you do? Are you ready to move onto equations with fractions? Solving Equations UnitReturn to Algebra Class Home Page. |
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