Title: Rational Numbers
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6Rational Numbers
- Comes from the word ratio
- Any number that can be expressed as the ratio of
two integers
7Write the following number as a ratio of two
integers7
8Write the following number as a ratio of two
integers0.7
9Write the following number as a ratio of two
integers4.5
10Write the following number as a ratio of two
integers0
11NegativeRational NumbersNegative three-fourths
12Write the following number as a ratio of two
integers-9.2
13Write the following number as a ratio of two
integers-0.01
14Graph on the Number Line
15Graph on the Number Line
16Comparing Rational Numbers Using lt and gt
lt
1.38 1.83
17Comparing Rational Numbers Using lt and gt
lt
-3.45 1.32
18Comparing Rational Numbers Using lt and gt
gt
-4.23 -5.2
19Comparing Rational Numbers Using lt and gt
Find a common denominator, and compare the
numerators.
20Comparing Rational Numbers Using lt and gt
gt
Find a common denominator, and compare the
numerators.
21Comparing Rational Numbers Using lt and gt
Convert the fraction to a decimal.
22Comparing Rational Numbers Using lt and gt
gt
Convert the fraction to a decimal
23AssignmentPage 611 12 (Even)and 18 29
(Even)
24Write the number as a ratio of two integers 2.
7 4. 1.5 6. 0.03 8. 5.333 10. 4 12.
Insert lt or gt
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