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4-3
Comparing & Ordering Rational Numbers
Rational Number—any number that can be written in the form of a fraction:
a & b MUST be INTEGERS—positive or negative WHOLE numbers!
a & b CANNOT be decimals or fractions!
Never write a rational number in this form:
a
b
1
4
3
2.6
Ex. 1. Compare each of the following rational numbers:
a. 5
8
2
3
24 24
15 16
<
Here is a shortcut for comparing any two fractions!
5
8
2
3
15 16<
LOOK FAMILIAR????
We calculated the numerators without
worrying about a common
denominator!
COMARE THE
NUMERATORS!!
4-3
Comparing & Ordering Rational Numbers

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4-3 Comparing Rational Numbers

  • 1. 4-3 Comparing & Ordering Rational Numbers Rational Number—any number that can be written in the form of a fraction: a & b MUST be INTEGERS—positive or negative WHOLE numbers! a & b CANNOT be decimals or fractions! Never write a rational number in this form: a b 1 4 3 2.6
  • 2. Ex. 1. Compare each of the following rational numbers: a. 5 8 2 3 24 24 15 16 < Here is a shortcut for comparing any two fractions! 5 8 2 3 15 16< LOOK FAMILIAR???? We calculated the numerators without worrying about a common denominator! COMARE THE NUMERATORS!! 4-3 Comparing & Ordering Rational Numbers