Mixed Numbers to Improper Fractions
Convert 1 1/2 to an improper fraction.
3/2
Convert 18/3 to a whole or mixed number.
6
Simplify 4/6
2/3
Find the product. Simplify and convert to mixed numbers when necessary.
1/2xx3/4
3/8
Write a division equation to represent the following question:
You have 3 yards of ribbon. Each piece you cut is 1/2 yard long. How many pieces can you cut?
3-:1/2=?
Convert 2 3/4 to an improper fraction.
11/4
Convert 7/2 to a mixed number.
3 1/2
Simplify 12/16
3/4
Find the product. Simplify and convert to mixed numbers when necessary.
2/3xx3/5
2/5
Write a division equation to represent the following question:
You have 3/4 liter of lemonade. You divide it equally among 3 glasses. How much lemonade goes in each glass?
3/4-:3=?
Convert 4 2/5 to an improper fraction.
22/5
Convert 20/6 to a mixed number.
4 5/6
Simplify 21/35
3/5
Find the product. Simplify and convert to mixed numbers when necessary.
3/4xx8/9
2/3
Write a division equation to represent the following question:
You have 5/6 yard of string. Each length you measure is 1/3 yard. How many 1/3-yard lengths are in the string?
5/6-:1/3=?
Convert 5 7/8 to an improper fraction.
47/8
Convert 42/8 to a mixed number in simplest form.
5 1/4
Simplify 45/30
3/2 or 1 1/2
Find the product. Simplify and convert to mixed numbers when necessary.
1 1/2xx4/5
1 1/5
Write a division equation to represent the following question:
A recipe uses 2/3 cup of oats for one batch. You have 1 1/3 cups of oats. How many batches can you make?
1 1/3-:2/3=?
Convert 6 11/12 to an improper fraction.
83/12
Convert 95/12 to a mixed number.
7 11/12
Simplify 84/126
2/3
Find the product. Simplify and convert to mixed numbers when necessary.
2 1/4xx1 3/5
3 3/5
Write a division equation to represent the following question:
A painter uses 2 1/4 gallons of paint to cover 3/4 of a wall. At the same rate, how many gallons would be needed to cover the entire wall?
2 1/4-:3/4=?