25/21 to a mixed number
How to write 25/21 as a Mixed Number?
Since we have an improper fraction (the numerator [25] is greater than the denominator [21]), we can convert it into a mixed number (a combination of a whole number and a proper fraction):
Steps to convert 25/21 to a mixed number
In order to convert our improper fraction 25/21 to a mixed number, we need to follow three basic steps:
1. Find the whole number. First we need to calculate how many times the denominator [21] goes into the numerator [25]. To do this we divide the numerator by the denominator:
25 ÷ 21 = 1.19 = 1
(Quotient of 1 and a remainder of 4)
2. Find the New Numerator. Our new numerator is equal to the remainder from previous step [4].
You may also calculate a remainder by using the whole number we calculated in the first step [1] and multiplying it by the original denominator [21]. And then subtract the result from the original numerator [25]:
25 - (1 × 21)
=25 - 21 = 4
3. Get our mixed fraction. To complete our mixed fraction we need to take the new numerator from previous step [4] and put it above the original denominator [21], and then put the whole number [1] before it
That's it! We have successfully converted the improper fraction 25/21 to the mixed number 1 4/21.
Related Calculations
<a href="https://calculat.io/en/number/fraction-as-a-mixed-number/25--21">What is 25/21 as a Mixed Number? - Calculatio</a>
Fraction to a Mixed Number Conversion Table
| Fraction | Mixed Number |
|---|---|
| 25/21 | 1 4/21 |
| 26/21 | 1 5/21 |
| 27/21 | 1 2/7 |
| 28/21 | 1 1/3 |
| 29/21 | 1 8/21 |
| 30/21 | 1 3/7 |
| 31/21 | 1 10/21 |
| 32/21 | 1 11/21 |
| 33/21 | 1 4/7 |
| 34/21 | 1 13/21 |
| 35/21 | 1 2/3 |
| 36/21 | 1 5/7 |
| 37/21 | 1 16/21 |
| 38/21 | 1 17/21 |
| 39/21 | 1 6/7 |
| 40/21 | 1 19/21 |
| 41/21 | 1 20/21 |
| 42/21 | 2 |
| 43/21 | 2 1/21 |
| 44/21 | 2 2/21 |
| 45/21 | 2 1/7 |
| 46/21 | 2 4/21 |
| 47/21 | 2 5/21 |
| 48/21 | 2 2/7 |
| 49/21 | 2 1/3 |
| 50/21 | 2 8/21 |
| 51/21 | 2 3/7 |
| 52/21 | 2 10/21 |
| 53/21 | 2 11/21 |
| 54/21 | 2 4/7 |