The given mixed number to improper fraction calculator convert mixed (whole number) fraction to an improper fraction.
What Is a Mixed Number?
“A mixed number is a combination of a whole number and a proper fraction”
Mixed numbers consist of a whole number and a fraction
2(1/ 5). Here 2 is a whole number “1” is the Numerator and “5” is the denominator
How to Turn a Mixed Number into An Improper Fraction?
The steps involved in turning mixed numbers into improper fractions are:
- Firstly multiply whole numbers with the denominator
- Add the numerator of a proper fraction to the product
- An improper fraction is the result
Conversion of Mixed Number to Improper Fraction (Example):
Convert mixed fraction 3(⅘) into an improper fraction:
Solution:
- Multiply “3” with the “5”
- Add “4” of a proper fraction to the “15”
- An improper fraction “19/5”
Mixed Fraction to Improper Fraction Table:
Converting mixed numbers to improper fractions of the following mixed number:
MIXED NUMBER INTO IMPROPER FRACTION
| Sr # | Mixed Numbers | As An Improper Fraction |
| 1 | 2(1/2) |
5/2 |
| 2 | 2(2/3) |
8/3 |
| 3 |
1(2/5) |
7/2 |
| 4 |
5(2/3) |
1(7/3) |
| 5 |
3(2/5) |
17/5 |
| 6 |
2(1/4) |
9/4 |
| 7 |
4(1/2) |
9/2 |
| 8 |
3(4/5) |
19/5 |
| 9 |
3(2/3) |
11/3 |
| 10 |
3(1/3) |
10/3 |
| 11 |
3(3/4) |
15/4 |
| 12 |
2(3/5) |
13/5 |
| 13 |
1(1/3) |
4/3 |
| 14 |
2(2/5) |
12/5 |
| 15 |
4(5/6) |
29/6 |
| 16 |
3(2/9) |
29/9 |
| 17 |
5(1/3) |
16/3 |
| 18 |
7(1/2) |
15/2 |
| 19 |
3(3/5) |
18/5 |
| 20 |
24(1/2) |
28/12 |
| 21 |
4(7/8) |
39/8 |
| 22 |
5(4/7) |
39/7 |
| 23 |
7(2/4) |
30/4 |
| 24 |
58(1/3) |
73/13 |
| 25 |
1(4/5) |
9/5 |
| 26 |
4(3/5) |
23/5 |
| 27 |
2(6/8) |
22/8 |
| 28 |
1(5/5) |
10/5 |
| 29 |
6(5/6) |
41/6 |
| 30 |
3(5/5) |
20/5 |
| 31 |
2(7/9) |
2(5/9) |
| 32 |
12(3/5) |
63/5 |
| 33 |
14(2/3) |
27/23 |
| 34 |
9(4/5) |
49/5 |
| 35 |
41(3/24) |
109/24 |
| 36 |
33(1/2) |
39/12 |
| 37 |
83(5/1) |
41/151 |
| 38 |
2(4/6) |
16/6 |
| 39 |
4(5/7) |
33/7 |