Improper Fractions and Mixed Numbers
Adding & Subtracting Fractions with Unlike Denominators
Adding Mixed Numbers with Unlike Denominators
Subtracting Mixed Numbers with Unlike Denominators
Vocabulary for Working with Fractions
100

Convert 12/5 into a mixed number

2 2/5

100
1/4 + 5/8
7/8
100
4 1/6 + 9 2/3
13 5/6
100
7 3/4 - 1 1/12
6 2/3
100

5 1/6 is an example of a _______ ________ .

Mixed number

200

Convert 74/3 into a mixed number

24 2/3

200
2/5 + 1/2
9/10
200
8 1/4 + 8 1/2
16 3/4
200
11 1/2- 7 3/8
4 1/8
200

12/7 is an example of an _______________. 

Improper fraction

300

Convert 125/10 into a mixed number

12 5/10 or 12 1/2

300
7/12 - 1/2
1/12
300
8 1/6 + 4 1/2
12 2/3
300
17 8/9 - 8 2/3
9 2/9
300

A fraction is just a ____________ problem.

Division

400

Convert 17/3 into a mixed fraction

5 2/3

400
5/6 - 2/12
3/4
400
8 1/12 + 2 2/3
10 3/4
400
7 4/5 - 2 9/10
4 9/10
400

Fractions must have the same _________ before adding or subtracting. (Hint: This is the 1st step when adding or subtracting fractions)

denominator

500

Convert 73/3 into an improper fraction

10 3/7

500
3/12 - 1/8
1/8
500
10 5/6 + 8 2/12
19
500
9 1/2 - 5 8/12
3 5/6
500

Use __________ fractions after finding the common denominator before adding or subtracting. (Hint: This is the 2nd step when adding or subtracting fractions)

equivalent

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