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Class 5 Maths: Mixed Numbers to Decimals Practice Worksheet

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How to Convert Mixed Numbers to Decimals Step-by-Step

Understanding how to convert mixed numbers to decimals is an important skill for every Class 5 student. These worksheets help you turn numbers like 2 3/10 into decimals using simple steps and clear examples.


Each task uses easy-to-read layouts, making it simple for students to see how whole numbers and fractions join together as decimals. Practice activities include fill-in-the-blank conversions and fraction models to build confidence at home or in class.


Perfect for revision, exam preparation, or homework, this worksheet is designed especially for Grade 5 maths. Boost your understanding of place value and number systems while getting ready for higher marks.

How This Worksheet Helps You Learn?

Class 5 Maths Mixed Numbers to Decimals worksheets make it easy for Grade 5 students to master converting mixed numbers—whole numbers plus fractions—into decimals. With this printable worksheet PDF, learners get stepwise practice, improving their skills with decimals and building confidence for exams. Activities focus on core maths concepts like place value, converting denominators, and understanding decimal point placement, making this sheet a valuable resource for concept reinforcement.


Designed for upper primary students, this practice sheet encourages independent learning and problem-solving. Clear instructions, fill-in-the-blank exercises, and visual models support different study styles, while the included answer key helps both students and parents verify solutions. Download this worksheet to support regular revision, supplement classroom lessons, or for effective maths revision at home.


Usage Tips for Parents and Teachers

  • Print out the worksheet for weekend revision or just before math tests.
  • Encourage students to solve problems independently, then check answers using the provided answer key.
  • Use the worksheet as a class group activity—discuss each solution step together for deeper understanding.
  • Display visual models in the worksheet on a tablet or screen to enhance learning for visual learners.


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What You Learned

On this page, you explored Class 5 Maths Mixed Numbers to Decimals, focusing on how to convert a mixed number into its decimal form. The worksheet includes fill-in-the-blank practice and visual models, reinforcing core skills like place value and fraction to decimal conversion. With clear instructions and stepwise examples, these printable worksheet PDFs help learners gain mastery and confidence with decimals. Supporting parents and educators, this sheet streamlines math practice while aligning with the Grade 5 curriculum and everyday study needs.

FAQs on Class 5 Maths: Mixed Numbers to Decimals Practice Worksheet

1. How do you convert a mixed number to a decimal for Grade 5?

To convert a mixed number to a decimal in Grade 5, you keep the whole number part and turn the fraction part into a decimal, then combine them.

  • Step 1: Keep the whole number as it is. This will be the number to the left of the decimal point.
  • Step 2: Convert the fraction part to a decimal by dividing the numerator by the denominator.
  • Step 3: Add the whole number and the decimal together.

For example, to convert 3 7/10, you keep the 3, convert 7/10 to 0.7, and add them to get 3.7.

2. What is a mixed number in Maths?

A mixed number is a value in mathematics that consists of a whole number and a proper fraction combined together.

  • It represents a quantity that is greater than one.
  • The whole number part signifies the complete units.
  • The fraction part signifies the remaining portion that is less than a whole.

For example, in the mixed number 5 1/4, '5' is the whole number and '1/4' is the fraction.

3. Why is it important to learn how to convert mixed numbers to decimals?

Learning to convert mixed numbers to decimals is a vital skill as it helps in comparing numbers easily and is widely used in real-life situations.

  • Easier Calculations: It is often simpler to perform operations like addition and subtraction with decimals.
  • Real-World Context: Decimals are used for money (e.g., ₹10.50), measurements (e.g., 4.5 km), and more.
  • Comparing Values: It is easier to tell if 3.5 is bigger than 3.45 than it is to compare 3 1/2 and 3 9/20.
  • Foundation for Advanced Maths: This skill is a building block for topics like percentages and data analysis.

4. What is the easiest way to convert a mixed number with a denominator of 10, 100, or 1000?

The easiest way to convert these mixed numbers is by using your knowledge of decimal place value, as these denominators directly relate to decimal places.

  • First, write down the whole number.
  • Next, look at the fraction. The numerator becomes the digits after the decimal point.
  • The number of zeros in the denominator tells you how many decimal places there should be:
    • Denominator 10 (1 zero) means one decimal place (tenths). Example: 4/10 = 0.4
    • Denominator 100 (2 zeros) means two decimal places (hundredths). Example: 15/100 = 0.15
    • Denominator 1000 (3 zeros) means three decimal places (thousandths). Example: 32/1000 = 0.032

So, for 7 15/100, the answer is 7.15.

5. What are common mistakes students make when converting mixed numbers to decimals?

The most common mistakes involve incorrect decimal point placement or forgetting to include the whole number in the final answer.

  • Forgetting the Whole Number: For example, converting 5 1/2 to 0.5 instead of the correct 5.5.
  • Wrong Decimal Placement: Writing a fraction like 8/100 as 0.8 instead of the correct 0.08.
  • Division Errors: Making calculation mistakes when dividing the numerator by the denominator for more complex fractions.
  • Ignoring the Fraction: Simply writing down the whole number and not converting the fraction part at all.

6. How can I use this worksheet at home?

This Class 5 Maths worksheet is perfect for home use, helping students practice and build confidence in converting mixed numbers to decimals.

  • Homework Practice: Use it for extra practice to reinforce what was taught in school.
  • Exam Revision: It serves as an excellent revision tool to prepare for upcoming tests.
  • Concept Reinforcement: Parents can use it to identify and help with topics their child finds difficult.
  • Vacation Learning: It's a great way to keep maths skills sharp during school breaks.

7. Does this include an answer key?

Yes, a detailed answer key is included with this worksheet to enable students to check their work and learn independently.

  • Self-Correction: Students can immediately verify their answers and understand the correct method.
  • Independent Learning: The answer key empowers students to find and correct their own mistakes.
  • Parental Support: It allows parents to effectively guide their children through the practice questions, even without being a maths expert.

8. Is this worksheet printable?

Absolutely. This worksheet is provided as a free, high-quality, downloadable PDF file that is designed to be easily printed.

  • PDF Format: Ensures the layout, fonts, and images are perfect when you print.
  • Offline Access: You can download the worksheet once and print multiple copies for practice anytime, anywhere.
  • Clear Layout: The design is clean and uncluttered, with plenty of space for students to write their answers.

9. What age group is it best for?

This worksheet is specifically created for students in Grade 5, which generally includes children who are 9-11 years old.

  • Syllabus Aligned: The content directly follows the Class 5 Maths curriculum as per NCERT and CBSE guidelines.
  • Age-Appropriate Difficulty: The problems on converting mixed numbers to decimals are set at a level suitable for Grade 5 learners.
  • Engaging Format: The exercises are designed to be clear and engaging for students in this age group.

10. What skills are built by this activity?

This worksheet helps build several core mathematical skills that are crucial for a strong foundation in Grade 5 Maths.

  • Conceptual Fluency: It strengthens the understanding of the relationship between whole numbers, fractions, and decimals.
  • Place Value Mastery: It reinforces the concept of tenths, hundredths, and other decimal place values.
  • Numerical Accuracy: Regular practice improves speed and accuracy in making conversions.
  • Problem-Solving Ability: It teaches students to follow a logical, step-by-step process to solve problems.