**Comparison of Like Fractions: **Like Fractions is very useful in our day-to-day life activities. Usually, a fraction contains two sections one is the numerator and the other one is the denominator. Comparison of Like Fractions assists to determine which is greater and smaller among the given fractions. This article helps you to understand the concept in an easy way. Continue to read the below sections to know about regarding the like fraction comparison definition, methods on how to compare like fractions solved examples, etc.

Refer to a collection of topics in your 6th Standard Math Syllabus by going through our 6th Grade Math page and understand them without any difficulty.

## Like Fractions – Definition

A Like fraction is nothing but the fraction having a similar denominator. Suppose there are several fractions such as 8/5, 6/5, 2/5 since all of them have similar denominators they are known as Like Fractions.

### How to Compare the Like Fractions? | Comparing Fractions with Same Denominators

Step by step process on how to compare the like fractions is given below. Go through them and learn the manual procedure for Comparison of like fractions. consider the examples 3/16 and 9/16.

- Initially see the denominators in the specified fractions. Usually, denominators are similar in the case of like fractions.
- The next step is to compare both numerators of the given fractions.
- The fraction which is having a larger number is nothing but the larger fraction.

**Example:Â **

Compare the Like Fractions 3/16, 9/16?

**Solution:**

Given Fractions are 3/16, 9/16

Here we will observe the denominators first i.e. 16 in both the fractions.

Now will see the numerators and the one with a larger numerator is the larger fraction

In this case 9>3 so the fraction associated with the numerator 9 is the larger fraction. i.e. 9/16

Therefore, among the given fractions 3/6, 9/16 9/16 are greater.

Do Refer:

### Comparing Like Fractions Examples | Solved Problems on Comparison of Fractions with Same Denominators

**Example 1: Compare the two given like fractions 2/6, 3/6Â and tell which one is greater?**

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**Solution:Â Â G**iven fractions 2/6 and 3/6

Here both the denominators are the same for a given fraction which is 6.

Observe the numerators and the one which is larger is nothing but the larger fraction.

Here 3 > 2, so the fraction 3/6Â having numerator 3 is a larger fraction.

Hence, in the given two fractions 2/6 and 3/ 6 i.e. 3/6 is greater.

**Example 2: Compare the two given like fractions 1/5, 2/5, 3/5, 4/5Â and tell which one is greater and arrange in ascending order?**

**Solution:** Given like fractions 1/5, 2/5, 3/5, 4/5.

Here both the denominators are the same for a given fraction which is 6.

Observe the numerators in the given four like fractions and the one which is larger is nothing but the larger fraction.

Here 1<2<3<4, hence the fraction having numerator 4 is a larger fraction. Similarly, we will arrange the concerned like fractions in ascending order. i.e. 1/5<2/5<3/5<4/5.

Hence, in the given like fractions 1/5,2/5,3/5 and 4/5Â i.e. 4/5 is greater.

**Example 3:** **Compare the two given like fractions 9/17, 7/17, and 5/17?
Solution:
**Given like fractions 9/17, 7/17, 5/17.

Here both the denominators are the same for a given fraction which is 17.

Here 9>7>5, hence the fraction having numerator 17 is a larger fraction.

Hence, in the given like fractions 9/5, 7/17, and 5/17Â i.e. 9/17 is greater.

### FAQ’s on Comparing Like Fractions

**1.Â What is a Like Fraction?**

A set of two or more fractions which is having absolutely a similar denominator is known as like fractions.

**2.** **What is meant by comparison of like fractions?
**Comparison of Like Fractions is the process of determining and ordering given fractions and deciding which fraction is smaller or greater among the given set of fractions.

**3. What are Like Fractions Examples?**

1/3, 4/3, 6/3, 8/3 are all examples of Like Fractions as they similar set of denominators.

**4. How do you Compare Like Fractions?**

We can compare Like Fractions by simply checking the numerator values and the numerator which is greater among the given fractions is greater.