121/15 to a mixed number
How to write 121/15 as a Mixed Number?
Since we have an improper fraction (the numerator [121] is greater than the denominator [15]), we can convert it into a mixed number (a combination of a whole number and a proper fraction):
Steps to convert 121/15 to a mixed number
In order to convert our improper fraction 121/15 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 [15] goes into the numerator [121]. To do this we divide the numerator by the denominator:
121 ÷ 15 = 8.07 = 8
(Quotient of 8 and a remainder of 1)
2. Find the New Numerator. Our new numerator is equal to the remainder from previous step [1].
You may also calculate a remainder by using the whole number we calculated in the first step [8] and multiplying it by the original denominator [15]. And then subtract the result from the original numerator [121]:
121 - (8 × 15)
=121 - 120 = 1
3. Get our mixed fraction. To complete our mixed fraction we need to take the new numerator from previous step [1] and put it above the original denominator [15], and then put the whole number [8] before it
That's it! We have successfully converted the improper fraction 121/15 to the mixed number 8 1/15.
Related Calculations
Fraction to a Mixed Number Conversion Table
Fraction | Mixed Number |
---|---|
121/15 | 8 1/15 |
122/15 | 8 2/15 |
123/15 | 8 1/5 |
124/15 | 8 4/15 |
125/15 | 8 1/3 |
126/15 | 8 2/5 |
127/15 | 8 7/15 |
128/15 | 8 8/15 |
129/15 | 8 3/5 |
130/15 | 8 2/3 |
131/15 | 8 11/15 |
132/15 | 8 4/5 |
133/15 | 8 13/15 |
134/15 | 8 14/15 |
135/15 | 9 |
136/15 | 9 1/15 |
137/15 | 9 2/15 |
138/15 | 9 1/5 |
139/15 | 9 4/15 |
140/15 | 9 1/3 |
141/15 | 9 2/5 |
142/15 | 9 7/15 |
143/15 | 9 8/15 |
144/15 | 9 3/5 |
145/15 | 9 2/3 |
146/15 | 9 11/15 |
147/15 | 9 4/5 |
148/15 | 9 13/15 |
149/15 | 9 14/15 |
150/15 | 10 |