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Improper Fractions Practice
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Improper Fractions Practice
Converting improper fractions into mixed numbers
Example:
5/2 = ___ We know that we have five halves, and that it takes two halves together make one whole.
2 x 2 = 4 We know that four of our halves can be put together to make two wholes.
5 - 4 = 1 We know that after we have put our four halves together, we still have one half left over.
5/2 = 2 1/2 We know that our five halves make two wholes with one more half left over, and that we represent this as 2 (our whole number) 1/2 (our left over fraction)
1. 7/3 = ____
3 x ____ = 6
7 - 6 = ___
7/3 = ___ 1/3
2. 9/4 = ____
___ x 4 = 8
___ - 8 = 1
9/4 = 2 1/___
3. 13/5 = ____
___ x 5 = ___
13 - ___ = ____
13/5 = ___ 3/___
4. 8/3 = ____
___ x ___ = ___
___ - ___ = ___
8/3 = ___ ___ / ___
5. 11/2 = ____
___ x ___ = ___
___ - ___ = ___
11/2 = ___ ___ / ___
6. 15/4 = _____
___ x ___ = ___
___ - ___ = ___
15/4 = ___ ___ / ___
7. 17/5 = _____
___ x ___ = ____
___ - ___ = ____
17/5 = ___ ___ / ___
8. 10/3 = _____
___ x ___ = ___
___ - ___ = ___
10/3 = ___ ___ / ___
9. 14/5 = _____
___ x ___ = ___
___ - ___ = ___
14/5 = ___ ___ / ___
10. 19/4 = _____
___ x ___ = ___
___ - ___ = ___
19/4 = ___ ___ / ___
2. 9/4 = _______
3. 13/5 = _______
4. 8/3 = _______
5. 11/2 = _______
6. 15/4 = _______
7. 17/5 = _______
8. 10/3 = _______
9. 14/5 = _______
10. 19/4 = _______
🔄 Part 2: Convert Mixed Numbers to Improper Fractions
Remember: Multiply the whole number by the denominator, then add the numerator.
11. 2 1/3 = _______
12. 3 2/5 = _______
13. 1 3/4 = _______
14. 4 1/2 = _______
15. 2 4/5 = _______
🌟 Challenge Section: Extension Problems
These problems use larger denominators. Take your time and show all working!
16. 23/7 = _______
17. 31/8 = _______
18. 4 3/9 = _______
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