Solving Absolute Value Equations

|2|

• 2

• -2

• 0

• 1/2

|x| = 5

• 5

• 5, -5

• -5

• 0, -5

4 + |v| = 6

• 10, -10

• -4, 4

• 2, -2

• 0

|y + 5| = 12

• 7, -17

• 7, -7

• -17, 17

• 17, 10

8 = |x|

• 8, 0

• 8, -8

• 1, -1

• 8

|3 + x| = 10

• 7, -13

• -13, 13

• 7, -7

• 1, 0

Absolute value is always expressed as a ......

• fraction

• decimal

• negative number

• positive number

|g - 6| + 3 = 20

• -23, 11

• -23, 10

• 23, -11

• 20, -20

|n - 3| -5 = 20

• 28, -22

• -28, 22

• 20, -20

• 5, -5

|h - 2| - 3 = 4

• 9

• -5

• 4, 0

• -5, 9