Easy Steps to Divide Whole Numbers Using Place Value and Rules
FAQs on Class 5 Maths Worksheet: Dividing Whole Numbers by 10, 100, and 1000
1. How to divide whole numbers by 10, 100, and 1000?
Dividing a whole number by 10, 100, or 1000 is a simple process of shifting the digits of the number to the right.
- To divide by 10: Move each digit one place to the right.
- To divide by 100: Move each digit two places to the right.
- To divide by 1000: Move each digit three places to the right.
This method is a core part of place value division and helps in performing calculations quickly.
2. How do you divide by 10, 100 and 1000 using a place value grid?
Using a place value grid or chart is a great visual method to understand division by powers of ten.
- First, place the whole number into the correct columns of the place value chart (e.g., Thousands, Hundreds, Tens, Ones).
- To divide by 10, shift every digit one column to the right.
- To divide by 100, shift every digit two columns to the right.
- This visually demonstrates how the place value of each digit decreases, making the concept of shifting digits easier to grasp for Class 5 students.
3. How does the value of a number change when you divide by 10, 100, and 1000?
When you divide a whole number by 10, 100, or 1000, its total value becomes significantly smaller.
- Dividing by 10 makes the number 10 times smaller.
- Dividing by 100 makes the number 100 times smaller.
- Dividing by 1000 makes the number 1000 times smaller.
For example, when 8000 is divided by 100, the result is 80, which is one-hundredth of the original value.
4. What happens if a whole number does not end in zero when divided by 10?
When a whole number that doesn't end in zero is divided by 10, 100, or 1000, the result will have a decimal part.
- The process of shifting digits to the right remains the same.
- The digit(s) that move to the right of the ones place form the decimal part of the answer.
- For example, in the problem 683 ÷ 10, the digit '3' moves to the tenths place, giving the answer 68.3. This introduces the concept of getting a decimal after dividing.
5. Is this Class 5 division worksheet suitable for CBSE exam preparation?
Yes, this worksheet is an excellent resource for preparing for Class 5 CBSE Maths exams.
- The content is aligned with the CBSE syllabus and focuses on the key topic of dividing whole numbers.
- It provides comprehensive division practice questions, including word problems, which are common in exams.
- Using this solved worksheet helps reinforce concepts and improve calculation speed for better exam performance.
6. What skills does this division by 10, 100, and 1000 worksheet help develop?
This worksheet is designed to build several crucial mathematical skills for Grade 5 students.
- Conceptual Clarity: It strengthens the understanding of place value and how it is affected by division.
- Mental Math: Students learn the rule of shifting digits, which improves their ability to solve problems quickly without manual calculation.
- Problem-Solving: The inclusion of real-life math problems helps students apply the concept in practical scenarios.
- Accuracy: Regular practice with these division exercises helps reduce errors and builds confidence.
7. Can I download this Dividing Whole Numbers by 10, 100, and 1000 worksheet?
Yes, this Class 5 Maths worksheet is available as a free, printable PDF document.
You can easily download the practice worksheet PDF to use for homework for grade 5 maths, classroom revision, or extra practice. The downloadable format ensures it is accessible for parents, teachers, and students anytime.
8. Does this division practice worksheet include an answer key?
Absolutely. A detailed answer key with step-by-step solutions is included with this worksheet.
Having a worksheet with answers allows students to verify their solutions and understand the correct methodology. It promotes self-learning and makes it easier for parents to support their child's revision at home.
9. What are some real-life examples of dividing by 10, 100, or 1000?
Division by 10, 100, or 1000 is very common in everyday life, especially in scenarios involving money, measurement, and grouping.
- Sharing Money: If a prize of ₹2,500 is shared equally among 10 people, each person gets ₹2,500 ÷ 10 = ₹250.
- Packaging Items: If a factory produces 5,000 pencils to be packed in boxes of 100, they will need 5,000 ÷ 100 = 50 boxes.
- Unit Conversion: To convert 4,500 grams to kilograms, you divide by 1000, which results in 4.5 kg.
10. What is the rule for dividing a whole number ending in zeros by 10?
A simple and fast rule for dividing a whole number ending in zeros is to remove the same number of zeros from the dividend as are in the divisor.
- To divide by 10 (one zero), remove one zero from the end of the number. Example: 3,400 ÷ 10 = 340.
- To divide by 100 (two zeros), remove two zeros. Example: 3,400 ÷ 100 = 34.
- This shortcut is a practical application of the division rules related to place value.

















