Solving a System of Absolute Value Equations by Graphing

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What is the distance a number from zero is called?

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1. Which statement is true about a system of absolute value equations?

2. Which one of these scenarios will produce only one solution to a system of absolute value equations?

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About This Quiz & Worksheet

This quiz/worksheet combo will help you to make sure you know how to solve absolute value equations graphically. Answer questions about the theory behind these types of equations.

Quiz & Worksheet Goals

Use this assessment to measure your understanding of:

  • The distance of a number from zero
  • A scenario where there will be only a single solution to a system of absolute value equations
  • The system of absolute value equations

Skills Practiced

  • Problem solving - use acquired knowledge to solve absolute value practice problems
  • Defining key concepts - ensure that you can accurately define main phrases, such as a system of absolute value equations
  • Information recall - access the knowledge you've gained regarding where a solution to a system of absolute value equations will occur

Additional Learning

You can find out more about these mathematical concepts by reviewing the lesson titled Solving a System of Absolute Value Equations by Graphing. It will help you understand:

  • The visual representation of an absolute value
  • Systems of absolute value equations that only have one point of intersection
  • The reason no absolute value graph will ever be below the x-axis
  • How to solve systems of absolute value equations on a graphing calculator
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