2. Solving Two-Step Equations
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Construct a two-column table. On the left column state the steps and on the right column the reason of each step.
-2
To solve the equation, we will construct a two-column table. On the left column we will state the steps and on the right column the reason of each step. Let's start by using the Subtraction Property of Equality and subtract 9 from both sides. Then, we will use the Division Property of Equality and divide both sides by - 3.
Steps | Reasons |
---|---|
15=9-3p | Original equation |
15 - 9=9-3p - 9 | Subtraction Property of Equality |
6=- 3p | Use subtraction to simplify. |
6/- 3= - 3p/- 3 | Division Property of Equality |
- 2=p | Use division to simplify. |