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Mixed Numbers and Conversions
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Mixed Numbers and Conversions
Classify, convert, and represent mixed numbers and improper fractions. Show your work for conversion problems.
Recognizing the Forms
1.Which group contains only mixed numbers?
- 2 3/5 and 4 1/6
- 7/3 and 5/8
- 1 2/7 and 9/4
- 6/11 and 3/10
2.Which pair consists of improper fractions?
- 5/9 and 2/7
- 8/5 and 11/6
- 1 1/4 and 3/8
- 2 2/3 and 7/10
3.Choose the statement that describes an improper fraction.
- Its numerator is less than its denominator.
- Its numerator is equal to or greater than its denominator.
- It always has a whole-number part written beside it.
- Its denominator is zero.
4.Match each fraction to its correct form.
- 3/7
- 9/4
- 2 1/3
- 6/6
- 5 5/8
- 4/9
- Improper fraction
- Mixed number
- Proper fraction
- Proper fraction
- Improper fraction
- Mixed number
Convert Between Forms
5.Write 17/6 as a mixed number.
6.Write 23/8 as a mixed number.
7.Write 19/5 as a mixed number.
8.Write 3 2/7 as an improper fraction.
9.Write 4 3/10 as an improper fraction.
10.A recipe uses 2 3/4 cups of oats. Express this amount as an improper fraction of a cup.
Model and Explain
11.The fraction bar is divided into equal fourths. Write the amount it represents as a fraction.
12.Draw a model of 1 2/3. Use equal-sized parts and shade the amount shown. Then write an equivalent improper fraction.
13.In your own words, explain how a mixed number and an improper fraction can describe the same amount. Include one example.
3 printable pages
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Page 2
Page 3
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