Addition of Fractions 1/7 and 53/57
Adding Fractions Calculator determines the addition of fractions 1/7 and 53/57 i.e. 428/399 along with step by step process.
Ex: 2/5+5/10 (or) 4/9+6/22 (or) 5/34+7/15
Detailed Solution for Addition of Fractions 1/7 and 53/57
The given fractions are 1/7 and 53/57
Firstly the L.C.M should be done for the denominators of the two fractions 1/7 and 53/57
1/7+53/57
The LCM of 7 and 57 (denominators of the fractions) is 399
Given numbers has no common factors except 1. So, there LCM is their product i.e 399
= 1 x 57 + 53 x 7/399
= 57 + 371/399
= 428/399
Result: 428/399
Adding Fractions Calculation Examples
Here are some samples of Adding Fractions calculations.
- Addition of Fractions 1/9 and 37/92
- Addition of Fractions 5/2 and 76/75
- Addition of Fractions 6/3 and 92/53
- Addition of Fractions 3/5 and 34/63
- Addition of Fractions 7/1 and 55/20
- Addition of Fractions 5/6 and 94/99
- Addition of Fractions 2/5 and 12/65
- Addition of Fractions 9/8 and 77/41
- Addition of Fractions 1/6 and 68/19
- Addition of Fractions 3/1 and 49/72
FAQs on Addition Fractions of 1/7 and 53/57
1. How do you add fractions 1/7 and 53/57 on a calculator?
You can add fractions 1/7 and 53/57 on a calculator by simply placing a + sign between the numbers 1/7 and 53/57 and click on the enter button.
2. What is the addition of fractions 1/7 and 53/57?
Addition of fractions 1/7 and 53/57 is 428/399
3. How to add fractions 1/7 and 53/57?
Firstly, find the LCM of denominators. After finding the LCM of denominators the next step is to multiply the top and bottom of each fraction i.e. 1/7 and 53/57 by the number of times each fraction denominator goes into the LCM.