Remember your fractions
Addition
Subtraction
Converting Fractions
Build the problem
100
Give an example of a proper fraction
(varied)
100
What is 4/10 + 2/10?
6/10
100
What is 6/10 - 4/10?
2/10
100
Convert 2 1/2 to an improper fraction
5/2
100
The answer is 3 7/10. Write an addition problem that has two mixed numbers, one where the numerator is 3.
1 3/10 + 2 4/10 OR 1 4/10 + 2 3/10
200
Give an example of an improper fraction
(varied)
200
What is 5/8 + 1/4?
7/8
200
What is 3/4 - 1/2?
1/4
200
Convert 5/3 to a mixed number
1 2/3
200
The answer is 2 3/8. Write an addition problem that has a whole number and a mixed number.
1 + 1 3/8
300
Give an example of a mixed number
(varied)
300
What is 5/3 + 7/3?
12/3
300
What is 14/5 - 6/5?
8/5
300
Convert 12/3 to a mixed number
4
300
The answer is 4 2/5. Write an addition problem where one of the addends (numbers being added) is zero.
4 2/5 + 0
400
The bottom number in a fraction is called this
denominator
400
What is 1 3/5 + 2 1/5?
3 4/5
400
What is 4 3/4 - 1 2/4?
3 1/4
400
Convert 20/3 to a mixed number
6 2/3
400
The answer is 6 5/12. Write an addition problem where one of the mixed numbers has a 4 and a numerator of 2.
4 2/12 + 2 3/12
500
The top number in a fraction is called this
Numerator
500
What is 7 1/8 + 3 3/8?
10 4/8
500
What is 5 3/8 - 3 2/8?
2 1/8
500
Convert 3 5/8 to an improper fraction
29/8
500
The answer is 3 7/10. Write a subtraction problem that has one mixed number and one proper fraction.
3 8/10 - 1/10 OR 3 9/10 - 2/10
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