15 Examples of Mixed Fractions (explained)

A mixed fraction is the combination of a whole number and one fraction. Every fraction is made up of two numbers, written one above the other separated by a line:

When the numerator is greater than the denominator, it means that there is more than one complete unit.
In those cases, the amount can be expressed through a improper fraction (fraction with numerator greater than denominator) or through a mixed fraction. A proper fraction can never be expressed as a mixed fraction.

To convert improper fractions to mixed fractions:

Examples of mixed fractions

1. 3 2/5 (three integers and two fifths)
2. 1 2/3 (One whole and 2 thirds)
3. 45 74/100 (forty-five integers and seventy-four hundredths)
4. 62 3/8 (sixty-two integers and three-eighths)
5. 2 5/6 = (Two integers and five sixths).
6. 5 4/7 = (Five integers and four sevenths).
7. 8 3/10 = (Eight integers and three tenths).
8. 11 2/6 = (Eleven fifths and two sixths).
9. 7 4/10 = (Seven integers and four tenths).
10. 261 10/14 = (Two hundred and sixty-one integers and ten fourteen).
11. 8 7/16 = (Eight integers and seven sixteenths).
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12. 16 3/16 = (Sixteen integers and 3 sixteenths).
13. 6 5/6 = (six integers and five sixths).
14. 5 2/7 = (Five integers and two sevenths).
15. 4 2/10 = (four integers and 2 tenths).