# Mathematics - Class 4 / Grade 4

- Like and Unlike Fractions
### Like and Unlike Fractions

Math - Class 4 – Like and Unlike Fractions/ Conversion of Unlike Fractions to Like Fractions/ Comparing Like and Unlike Fractions/ Comparing Fractions With Different Denominators - Key Points/Notes/Worksheets/Explanation/Lesson/Practice Questions Tags: Free Worksheet PDF on Like fraction and Unlike fraction for class IV, Lesson on Like and Unlike Fractions for fourth class, Comparison of like fraction for class 4, How to compare unlike fraction, Conversion of unlike fraction to like fraction for 4rth standard, How to convert unlike fractions into like fractions, Like and unlike fraction worksheet PDF, Quiz on like and unlike fractions. Circle the like fractions, Circle the unlike fractions, Change unlike fractions into like fractions. Compare like fractions.Like and Unlike Fractions

Like Fractions

All fractions with the

__same denominators__(i.e. number written below the horizontal line) are called**like fractions**.Example: 2/14, 3/14, 4/14, 5/14 are like fractions as all fraction have same bottom number i.e. denominator.

Unlike Fractions

All fractions with the

__different denominators__(i.e. number written below the horizontal line) are called**unlike fractions.**Example: 2/3, 5/14, 7/8, 9/13 are unlike fractions as all fraction have different bottom number i.e. denominator.

Conversion of Unlike Fractions to Like Fractions

*Step1*. Find the LCM of the denominators of the given fractions.*Step2.*Find the quotient by dividing the LCM by denominator of the given fractions.*Step3.*Multiply the numerator by corresponding quotient.Example: Convert 2/9 and 5/6 to like fractions.

**Step 1:**LCM of 9 and 6 = 2 x 3 x 3 = 182

9,6

3

9,3

3

3,1

1,1

Now, we have to adjust the numerators to the LCM =18

**Step 2:**__Convert 2/9__Numerator to be multiplied by (18/9 = 2)

Changed numerator = 2 x 2 = 4

2/9 (old fraction) = 4/18 (new fraction)

__Convert 5/6__Numerator to be multiplied by (18/6 = 3)

Changed numerator = 5 x 3 = 15

5/6 (old fraction) = 15/18 (new fraction)

**Therefore; 4/18 and 15/18 are the required like fractions.**

Comparing Like Fractions

In like fractions, the fraction with the greater numerator is greater.

Example: Compare 4/5 and 3/5

Here numerators are 4 and 3.

And 4 > 3

Therefore, 4/5 > 3/5

Comparing Unlike Fractions

**Step 1:**Find the denominators of the fractions and find their LCM.**Step 2:**Convert each given fraction to equivalent fraction with denominator equal to the LCM.**Step 3:**Now compare the numerators of the equivalent fractions whose denominators are same.Example: Compare 3/8 and 4/6.

**Step 1:**LCM of 8 and 6 = 2 x 2 x 2 x 3 = 242

8,6

2

4,3

2

2,3

3

1,3

1,1

Now, we have to adjust the numerators to the LCM =24

**Step 2:**__Convert 3/8__Numerator to be multiplied by (24/8 = 3)

Changed numerator = 3 x 3 = 9

3/8 (old fraction) = 9/24 (new fraction)

__Convert 4/6__Numerator to be multiplied by (24/6 = 4)

Changed numerator = 4 x 4 = 16

4/6 (old fraction) = 16/24 (new fraction)

Therefore; 9/24 and 16/24 are the required like fractions.

Now compare numerators of the two like fractions

16 > 9

Therefore; 16/24 > 9/24

i.e. 4/6 > 3/8

**Download to practice offline.**