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Warm-Up (8/28)
• Please pick up a warm-up sheet and a fractions chart from the desk in the front of the room and begin working on warm-up #1.
• Make sure to hole punch the warm-up sheet and put it in your binder.
7.1 A – Comparing Integers and Positive Rational Numbers
Rational Numbers -
Numbers that can be written in the form of a fraction.
EX: The number 9 as a fraction is 9/1
The mixed number 2 ¼ as a fraction is 9/4
The mixed decimal 2.25 as a fraction is 9/4
The decimal 9.00 as a fraction is 9/1
Comparing Rational Numbers*** To compare rational numbers first convert
them to the SAME FORM, either fraction or decimal.
Fractions (w/ same denominator):
6 8
9 9 Same
6/9
8/9
Fractions (w/ different denominators)
2 3
3 4 different
Since the denominators are different, find the least common multiple for 3 & 4
Multiples of 3: 3, 6, 9, 12, 15
Multiples of 4: 4, 8, 12, 16, 20
Make 12 the denominator: 2/3= 8/12 &
¾= 9/12
Comparing Decimals• Line up your decimals and begin with the
number furthest to the left
EX: 5.862
3.741
*if numbers are the same move to the next number to the right
EX: 4.873 -or- 13.789
4.926 12.987
Converting Fraction to Decimals to %
Fraction to decimal: ¾ =
¾ = .75
Decimal to %: .75 = 75%
% to Decimal: 48% = .48
Decimal to fraction: .48 = 48/100
(reduced 12/25)
Which is Greater?
11.5 or 11 2/3