Algebra 2 1-6 Independent Practice: Absolute Value Equations and Inequalities
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by Matthew Richardson
| 10 Questions
1
10
Solve the equation. Check your answers.|-6x| = 24
4
-4, 4
-144, 144
-144
2
10
Solve the equation. Check your answers.|2x + 8| - 4 = 12
4, 12
4
-12
-12, 4
3
10
Solve the equation. Check your answers.|x - 2| = 4x + 8
6/5, 10/3
-6/5, -10/3
-6/5
-10/3
4
10
Solve the inequality. Graph the solution. |2x + 2| - 5 < 15
Include relevant graph detail.
5
10
Solve the inequality. Graph the solution. |4x - 6| > 10
Include relevant graph detail.
7
10
Reasoning: When is the absolute value of a number equal to the number itself?
8
10
Provide an Example: Give an example of a compound inequality that has no solution.
9
10
Compare and Contrast: Describe how absolute value equations and inequalities are similar to linear equations and inequalities and how they are different.
10
10
Reflection: Math Success
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