2. Follow the same process as solving multi-step equations. Keep in mind that you want your equation to end up looking like: VARIABLE = NUMBER **It doesn’t really matter what side the variable goes on—most people are more comfortable with the variable on the LEFT side of the equation and the numbers on the RIGHT side.

3. Solve:7k – 4 = 5k + 8 There are no ()’s and no like terms to worry about. Let’s get the variables on the LEFT side. Subtract 5k. 7k – 4 = 5k + 8 -5k = -5k 2k – 4 = 8 Move the “-4” to the RIGHT side by adding. 2k – 4 = 8 +4 = +4 2k = 12 2 2 k = 6

4. Special Equations: Identities: When you solve an equation and the variables “cancel” and you are left with a TRUE numeric statement. (The equation will be true for ANY value you put in for the variable.) i.e.Solve 2x – 6 = 2(x – 3)

5. No Solution: When you solve an equation and the variables “cancel” but you are left with a FALSE numeric statement. (The equation will NEVER work for any value of the variable you choose.) i.e.Solve: 9 + 5n = 5n - 1