Absolute value represents an integer’s distance from zero on a number line, so comparing absolute values means comparing the magnitudes of integers without regard to their signs. A negative integer may have a greater absolute value than a positive integer, while opposite integers have equal absolute values; comparisons are limited to integers and do not extend to more advanced absolute-value inequalities or algebraic expressions.
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Absolute value tells how far an integer is from on a number line. It is always nonnegative.
To compare absolute values:
Example: Compare and .
Even though is less than , its absolute value is greater because is farther from .
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