Step-by-Step Guide to Adding Fractions with Like Denominators for Grade 5
FAQs on Add Fractions with Like Denominators: Class 5 Practice Worksheet
1. How do you add like fractions for Class 5?
To add like fractions for Class 5, you add the numerators together and keep the denominator the same. This is a fundamental rule for the sum of fractions with a common base.
Here are the steps:
- Step 1: Check that the denominators of the fractions are the same.
- Step 2: Add the numerators (the top numbers) of the fractions.
- Step 3: Write the sum of the numerators over the original denominator.
- Step 4: Simplify the resulting fraction if needed. For example, to solve 2/7 + 3/7, you add the numerators (2 + 3 = 5) and keep the denominator, giving you 5/7.
2. What are 5 examples of like fractions?
Like fractions are a group of two or more fractions that have the exact same denominator. The numerators can be different.
Here are 5 examples of sets of like fractions:
- Example 1: 1/8, 3/8, and 7/8 (The common denominator is 8).
- Example 2: 2/5, 4/5, and 1/5 (The common denominator is 5).
- Example 3: 5/12, 7/12, and 11/12 (The common denominator is 12).
- Example 4: 1/9 and 4/9 (The common denominator is 9).
- Example 5: 3/10, 7/10, and 9/10 (The common denominator is 10).
3. How can I use this worksheet at home?
You can easily use this maths worksheet for Class 5 at home to help your child practice and reinforce their understanding of adding fractions. Simply download the free PDF worksheet, print it out, and let your child work through the problems. The included answer key allows you to check their work and provide support.
4. Does this include an answer key?
Yes, this adding fractions like denominators worksheet includes a complete answer key. The solutions for all questions, including direct sums and word problems, are provided at the end of the PDF. This helps students to self-assess their work and allows parents and teachers to easily check for accuracy.
5. Is this worksheet printable?
Yes, this worksheet is designed to be easily printable. It is available as a free, downloadable PDF file that you can print for use in the classroom, for homework assignments, or for extra fraction addition practice at home. The layout is clean and optimized for standard A4 paper.
6. How does this worksheet reinforce concept retention?
This worksheet reinforces the concept of adding like fractions by offering a variety of practice formats that cater to different learning styles. This approach ensures students not only learn the method but also retain it.
- Direct Sums: Repeated practice builds computational fluency and accuracy.
- Visual Fraction Models: Diagrams like pie charts help students visualize the concept, making it more concrete and easier to remember.
- Fraction Word Problems: Applying the skill to real-life scenarios helps students understand the practical use of fractions and improves their problem-solving abilities.
7. What skills are built by this activity?
This activity builds several crucial skills for a Grade 5 student beyond just adding fractions. The exercises are designed to enhance:
- Computational Skill: Practising the core steps of adding numerators correctly.
- Conceptual Understanding: Grasping the meaning of numerator and denominator through practice.
- Problem-Solving: Applying fraction addition to solve fraction word problems.
- Attention to Detail: Ensuring the denominator remains the same and simplifying fractions when necessary.
8. What age group is it best for?
This worksheet is primarily designed for students in Grade 5, which typically includes children aged 9 to 11. It is perfectly aligned with the Class 5 Maths curriculum, such as CBSE and NCERT. It can also be used for revision by older students or for advanced learners in Grade 4 who are ready for a new challenge.
9. What is the main difference between like and unlike fractions?
The main difference between like and unlike fractions lies in their denominators. Like fractions have the same denominator (e.g., 2/7 and 4/7), making them easy to add or subtract. Unlike fractions have different denominators (e.g., 1/3 and 2/5), and they must be converted to have a common denominator before they can be added or subtracted.
10. How to solve fraction grade 5 step by step?
To solve the addition of fractions with like denominators in Grade 5, follow these clear, step-by-step instructions. This method ensures you get the correct answer every time.
- Confirm Like Denominators: First, look at the fractions and make sure their bottom numbers (the denominators) are the same.
- Add the Numerators: Add only the top numbers (the numerators) together.
- Keep the Denominator: The denominator of your answer will be the same as the original fractions.
- Write the Final Fraction: Place the sum of the numerators over the original denominator. For example, in 3/10 + 4/10, you add 3 + 4 = 7, so the answer is 7/10.

















