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Fractions Worksheet for Class 4 Maths – Printable Practice with Answers

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How to Understand and Solve Fractions in Class 4 Maths?

Make learning about fractions fun and easy with our Class 4 Maths Fractions worksheet! This worksheet uses engaging activities like fill in the blanks, matching, and problem-solving questions to support young learners in understanding fractions better in Grade 4 mathematics.


Kids practise how to solve fractions, recognize examples like halves and quarters, and even spot mixed fractions. Each question and answer set aims to build skills that help with grade 4 maths fractions homework, revision, or preparing for tests confidently.


Download the free printable PDF to get started on fractions practice at home or in class. Regular practice with these questions supports a strong maths foundation and boosts confidence for every Class 4 student.


Class 4 Maths Fractions Worksheets

Section 1: Understanding Fractions

1. In the fraction $\dfrac{7}{12}$, what is the numerator and what is the denominator?


Numerator: _________       


Denominator: _________        


2. Write the fraction for the following statement: "Five out of nine stars are shining."


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Answer:         


3. If a cake is cut into 10 equal pieces and you eat 3 of them, what fraction of the cake is left?


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Answer:         


Section 2: Equivalent Fractions and Simplification

4. Fill in the missing number to make the fractions equivalent.


$\dfrac{3}{5}$ =  $\dfrac{❓ }{15}$


5. Which of the following fractions is NOT equivalent to $\dfrac{1}{2}$?


  1. $\dfrac{4}{8}$


  1. $\dfrac{6}{12}$


  1. $\dfrac{5}{10}$


  1. $\dfrac{3}{8}$


6. Simplify the fraction $\dfrac{8}{20}$ to its lowest terms.


Answer:         


Section 3: Comparing Fractions

7. Insert the correct symbol (<, >, or =) in the circle to compare the fractions.


$\dfrac{5}{9}$   bigcirc;   $\dfrac{8}{9}$


8. Tick the statement that is true.


[  ]   $\dfrac{1}{3}> \dfrac{1}{2}$ 


[  ]   $\dfrac{2}{5}> \dfrac{3}{5}$


[  ]  $\dfrac{4}{6}> \dfrac{3}{4}$


9. Which fraction is smaller: $\dfrac{3}{4}$ or $\dfrac{3}{5}$?


Answer:         


Section 4: Addition and Subtraction of Fractions

10. Solve the following addition problem:


$\dfrac{4}{11}$ + $\dfrac{5}{11}$ = ?


Answer:         


11. Solve the following subtraction problem:


$\dfrac{12}{15}$ - $\dfrac{8}{15}$ = ?


Answer:         



12. Arjun read $\dfrac{2}{7}$ of a book on Monday and $\dfrac{3}{7}$ of the book on Tuesday. What fraction of the book has he read in total?


Answer:         


Section 5: Match the Columns


13. Match the improper fraction in Column A with its correct mixed number in Column B.


Column A (Improper Fraction)

Column B (Mixed Number) 

1. $\dfrac{11}{37}$

A. $3 \dfrac{1}{5}$

2.$\dfrac{16}{5}$

B. $2 \dfrac{3}{4}$

3.$\dfrac{11}{4}$

C. $3 \dfrac{2}{3}$


Section 6: Word Problems

14. A gardener planted flowers in his garden. $\dfrac{3}{8}$ of the flowers were roses and $\dfrac{2}{8}$ were lilies. What fraction of the garden was planted with roses and lilies?


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15. A water bottle was $\dfrac{9}{10}$ full. After Meera drank some water, it was $\dfrac{4}{10}$ full. What fraction of the water did Meera drink?


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16. Convert the mixed number $4 \dfrac{2}{3}$ into an improper fraction. Show your calculation.


Answer Key

1. Numerator: 7, Denominator: 12


2. $\dfrac{5}{9}$


3. $\dfrac{7}{10}$


4. 9 (because 3 x 3 = 9 and 5 x 3 = 15)


5. d) $\dfrac{3}{8}$


6. $\dfrac{2}{5}$ (dividing both numerator and denominator by 4)


7. $\dfrac{5}{9}< \dfrac{8}{9}$


8. [✓]  $\dfrac{2}{5}< \dfrac{3}{5}$


9. $\dfrac{3}{5}$ (When numerators are the same, the fraction with the larger denominator is smaller)


10.$\dfrac{9}{11}$


11. $\dfrac{4}{15}$


12. $\dfrac{5}{7}$


13. 1-C, 2-A, 3-B


14. $\dfrac{3}{8}+\dfrac{2}{8}= \dfrac{5}{8}$. So, $\dfrac{5}{8}$ of the garden was planted with roses and lilies.


15. $\dfrac{9}{10}-\dfrac{4}{10}= \dfrac{5}{10}$. Simplified, Meera drank $\dfrac{1}{2}$ of the water.


16. $\left ( 4\times 3 \right )+2=12+2=14$. The improper fraction is $\dfrac{14}{3}$.


Class 4 Maths Fractions Worksheet – Learn and Practice Fractions

Working through this Class 4 Maths Fractions worksheet, students practice splitting objects and numbers into equal parts. They see how fractions appear in daily life, like sharing pizza or dividing collections. 


Children gain confidence solving Maths word problems while parents can track skills. This resource helps make the topic of fractions in the Class 4 Maths syllabus clear, with fun examples and questions about halves, quarters, and more.


Explore Fractions Using Visuals and Stories

In this worksheet, learners in Class 4 get to explore the world of fractions with colourful visuals and simple stories. Students improve their understanding by identifying numerator and denominator, colouring shapes, and matching images with fractions. 


Parents find the activities reinforce Maths basics and support classroom lessons. This Class 4 Maths Fractions sheet prepares students for more advanced topics as they learn how to compare and use fractions every day.


FAQs on Fractions Worksheet for Class 4 Maths – Printable Practice with Answers

1. What are fractions for class 4?

Fractions for Class 4 are numbers that show equal parts of a whole or a group. For example, 1/2, 1/4, and 3/4 are fractions commonly used in grade 4 maths. Fractions help students understand how to divide objects or numbers into equal parts using numerators and denominators.

2. How to solve fractions for grade 4?

To solve fractions in Grade 4, follow these steps:

  • Identify the numerator (top number) and denominator (bottom number).
  • Use visual models like shaded parts or number lines for understanding.
  • Compare fractions by making denominators the same or using pictures.
  • Add or subtract by ensuring equal denominators.
  • Practice writing, comparing, and adding fractions on worksheets for better understanding.

3. What is an example of a mixed fraction Class 4?

An example of a mixed fraction for Class 4 is 1 1/2 (one and a half). A mixed fraction combines a whole number with a proper fraction, such as 2 3/4 (two and three-fourths). Mixed fractions are used to show amounts greater than one whole using both whole and fractional parts.

4. How do you compare fractions for grade 4?

To compare fractions in Grade 4:

  • Check if the denominators are the same; if yes, compare the numerators.
  • If denominators are different, convert them to a common denominator.
  • Use pictures or number lines to see which fraction represents a larger or smaller part.

5. What are 10 examples of fractions?

Ten examples of fractions are:
1/2, 1/3, 1/4, 2/3, 3/4, 2/5, 5/8, 3/5, 4/7, and 7/10.
These fractions show different equal parts of a whole and are commonly used in Class 4 maths worksheets.

6. What types of fractions are taught in grade 4?

Grade 4 students learn about:

  • Proper fractions (numerator less than denominator, e.g., 2/5)
  • Improper fractions (numerator greater than or equal to denominator, e.g., 5/3)
  • Mixed fractions (combination of whole number and proper fraction, e.g., 1 1/4)
  • Unit fractions (numerator is 1, e.g., 1/6)

7. How can I use this worksheet at home?

This Class 4 Maths Fractions worksheet can be printed or used on a tablet for concept reinforcement. Parents can give it to children for daily practice, homework, or revision sessions. The worksheet includes step-by-step exercises, visual fraction activities, and an answer key for easy self-check.

8. Is this worksheet printable?

Yes, this Grade 4 Maths Fractions worksheet is fully printable as a PDF. You can download and print it for home or school use, making practice easy during holidays or regular study time.

9. What skills are built by this activity?

This worksheet helps build the following skills:

  • Understanding parts of a whole
  • Recognizing and writing fractions
  • Comparing and adding fractions
  • Problem-solving with visual models
  • Independent and self-paced learning

10. Does this worksheet include an answer key?

Yes, an answer key is provided with this worksheet. Parents and students can use it to check solutions, ensuring concept clarity and independent assessment after practice.