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Absolute value is the distance between a number and zero on a number line. Because it measures distance, an absolute value is never negative.
Absolute Value Game
This game is designed to help you visualize absolute value not as a math rule, but as a physical distance.
In math, we represent absolute value by placing two vertical bars around a number: |x|.
|5| = 5 (5 is five units away from zero)
|-5| = 5 (-5 is also five units away from zero)
Scroll down the page for a more detailed explanation.
Check out these other Complex Numbers games:
Absolute Values (How far is it from 0?)
Absolute Values & Negative Signs (|-5|, -|5|, -|-5|)
Compare Absolute Values (use <,= or >)
Add Absolute Values (|6|+|-3|,|-7|+(-4))
Subtract Absolute Values (|5|-|-3|,|-7|-(-8))
Multiply Absolute Values (|8|·|-3|,|-4|·(-5))
Divide Absolute Values (|9|÷|-2|,|-7|÷(-3))
Absolute Values (Mixed Op) (+,-,×,÷)
How to play the “Absolute Value Game”
This video gives a clear, step-by-step approach to find the absolute value.
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