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Dividing Decimals Worksheet Practice and Concept Guide

Dividing Decimals Worksheet Practice and Concept Guide

Q: 6. Can you give an example of dividing decimals?

Yes, an example of dividing decimals is 7.2 ÷ 0.3 = 24. Solution:Move decimal one place right in both numbers → 72 ÷ 3Divide 72 by 3 = 24This example commonly appears in a dividing decimals worksheet for practice.

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How to Divide Decimals with Step by Step Methods and Solved Examples

Learn about dividing decimals and boost your practice with the worksheets we have provided for you. Students of Class KG-3 have to learn about dividing decimals numbers just like they do with whole numbers. In these worksheets designed by the experts at Vedantu, students will learn about decimal division and the different methods used. Download the worksheets in the PDF format from Vedantu and practice to learn more about the process.

The Maths experts at Vedantu have formulated the worksheets to teach students how to divide decimals. The worksheets contain different problems the students can solve to enhance their knowledge and score good marks during their tests. If you want to improve your studies best, these worksheets are an ideal choice to include in your study routine.

Did You Know?

Decimals are a part of your life in more ways than you can imagine. Yes, decimals are used in most real-world situations to represent different amounts. Whether it is money or height or weight, all the values tend to use decimal points. The Richter scale used to measure an earthquake's magnitude also uses the decimal value to give an accurate reading.

Access Worksheet for Maths KG-2 Dividing Decimal

When dividing decimals, we must move the decimal point to the right to change the divisor to a whole number. The decimal point of the dividend is then moved the same number of places to the right, and the resulting numbers are divided in the same manner as conventional long division.

Questions

1. Find the quotient.

5.2/4
8.4/6
2.8/2
7.5/3

2. Find the missing number.

0.50/_=0.25
_/3=0.35
1.56/_=0.78
0.36/_=0.6

3. Find the number.

0.6/0.3=
0.25/0.5=
0.64/0.4=
0.16/0.2=

4. Fill in the blanks.

When 0.48 is divided by 0.08, which number comes_____________.
When 0.81 is divided by 0.09 which number comes______________.
When 0.63 is divided by 0.07 which number comes_____________.

5. What will be the answer in the following cases?

841/10
590/10
600/100
550/10
2000/100

6. Find the missing number.

93/___=0.93
55/____=5.5
151/____=1.51
45/_____=0.45

7. Find the quotient.

When 12 is divided by 1000 what will be the quotient___________?
When 33 is divided by 100 what will be the decimal number?

8. What will come in the following cases?

15/10______.
15/100______.
15/1000_________.

9. When 0.10 is divided by 10, which number will come as a quotient?

10. When 100 is divided by 1000, what is the answer?

11. Divide the following numbers.

8/100
5/100
2/100
6/100

12. Fill in the missing number.

120/__=1.20
65/____=0.65
87/____=.87
36/____=0.36

13. Fill in the blank.

0.14/0.2=_____
0.21/0.3=_____
0.49/0.7=______
0.45/0.9=______

14. Find the number.

0.18/___=0.6
0.20/____=0.5
0.40/____=0.8

15. What will be the quotient and remainder when 0.65 is divided by 0.08?

Answer

5.2/4=1.3
8.4/6=1.4
2.8/2=1.4
7.5/3=1.5

0.50/2 =0.25
1.05 /3=0.35
1.56/ 2 =0.78
0.36/ 0.6=0.6

0.6/0.3=2
0.25/0.5=5
0.64/0.4=16
0.16/0.2=8

When 0.48 is divided by 0.08, which number comes to 6.
When 0.81 is divided by 0.09 which number comes to 9.
When 0.63 is divided by 0.07 which number comes to 9.

841/10=84.1
590/10=59
600/100=6
550/10=55
2000/100=20

93/100=0.93
55/10=5.5
151/100=1.51
45/100=0.45

When 12 is divided by 1000, 0.12 is the quotient.
When 33 is divided by 100, 0.33 is the decimal number.

15/10= 1.5
15/100= 0.15
15/1000=0.015

9. When 0.10 is divided by 10, 0.01 will come as a quotient.

10. When the number 100 is divided by 1000 0.10 will come.

11.

8/100=0.08
5/100=0.05
2/100=0.02
6/100=0.06

12.

120/100 =1.20
65/100 =0.65
87/10 =.87
36/100 =0.36

13.

0.14/0.2= 7
0.21/0.3= 7
0.49/0.7= 7
0.45/0.9= 5

14.

0.18/ 3 =0.6
0.20/ 4 =0.5
0.40/ 5 =0.8

15. When 0.65 is divided by 0.08, the quotient will be 8 and the remainder will be 0.01.

Importance of Decimal Division Worksheet For Students

Decimal division is one of the most important topics included in the Maths syllabus of Class KG-3 students. Those who want to enhance their practice of dividing different decimals can practice the lessons from the worksheet provided here.
By practising regularly, students will be able to learn about the decimal division in hundredths and tens, the division of multi-digit decimals, decimal division with the help of zeros, and much more. The decimal division worksheet also contains some work problems related to decimal division.
Students will be able to improve their skills in division and multiplication from these worksheets. They can download the study materials and boost their preparation for the tests and examinations. All the questions have solutions provided for easy reference of students.
They can study the solutions and understand the right pattern for solving such questions. Understanding the process of decimal division becomes much easier with these worksheets.

Benefits of Practicing Decimal Division Worksheets

Students can refer to the worksheets to amp up their practice and gain more knowledge about the topic of dividing decimals in the most effective manner.
The experts at Vedantu have explained the solutions using a step-by-step manner to help the students understand each problem properly.
There are Decimal Division examples included in the worksheets that will give a clear understanding to students who might be facing some doubts about the topic. These examples include all the details that will help students in solving the problems.
Students will be able to improve their division and multiplication concepts. They will learn how to tackle different short and long-division questions as well.

Download Division of Decimals Worksheets for Better Practice

If you want to learn all about the division of decimal numbers, go ahead and download the worksheets from Vedantu and start with your preparation. With more and more practice, you will be able to gain more information about the topic. These questions in the worksheet are explained by experts to help students understand better. Download the questions now and build up your study routine to see stellar results.

FAQs on Dividing Decimals Worksheet Practice and Concept Guide

1. What is dividing decimals?

Dividing decimals is the process of finding how many times one decimal number fits into another. It follows the same rules as whole number division, but you must carefully handle the decimal point.

Make the divisor a whole number by moving the decimal point.
Move the decimal in the dividend the same number of places.
Divide as usual and place the decimal point in the quotient directly above its position in the dividend.

This method is commonly practiced in a dividing decimals worksheet.

2. How do you divide decimals step by step?

To divide decimals step by step, first convert the divisor into a whole number and then divide normally. Follow these steps:

Step 1: Move the decimal point in the divisor to make it a whole number.
Step 2: Move the decimal point in the dividend the same number of places.
Step 3: Divide as with whole numbers.
Step 4: Place the decimal point in the quotient directly above its new position.

Example: 4.5 ÷ 0.5 = 9.

3. How do you divide a decimal by a whole number?

To divide a decimal by a whole number, divide as usual and place the decimal point in the quotient directly above its position in the dividend. Example:

Problem: 6.8 ÷ 2
Divide 68 ÷ 2 = 34
Place the decimal correctly → 3.4

This method is often practiced in decimal division worksheets for beginners.

4. How do you divide a decimal by another decimal?

To divide a decimal by another decimal, make the divisor a whole number before dividing. Example:

Problem: 3.6 ÷ 0.4
Multiply both numbers by 10 → 36 ÷ 4
36 ÷ 4 = 9

This keeps the value the same while simplifying the division.

5. What happens to the decimal point when dividing decimals?

When dividing decimals, the decimal point in the quotient is placed directly above its new position in the dividend after adjusting the divisor. Key rules:

If the divisor is a decimal, move its decimal to make it whole.
Move the dividend’s decimal the same number of places.
Bring the decimal straight up into the answer.

Correct decimal placement is essential for accurate results.

6. Can you give an example of dividing decimals?

Yes, an example of dividing decimals is 7.2 ÷ 0.3 = 24. Solution:

Move decimal one place right in both numbers → 72 ÷ 3
Divide 72 by 3 = 24

This example commonly appears in a dividing decimals worksheet for practice.

7. Why do you move the decimal point when dividing decimals?

You move the decimal point to make the divisor a whole number, which makes the division easier to perform. Multiplying both numbers by the same power of 10 does not change the value of the division.

Example: 2.4 ÷ 0.6
Multiply both by 10 → 24 ÷ 6
Result: 4

This keeps the calculation accurate and simpler.

8. How do you divide decimals using long division?

To divide decimals using long division, first make the divisor a whole number, then divide normally. Steps:

Adjust the divisor to a whole number.
Move the dividend’s decimal accordingly.
Divide using the long division method.
Add zeros if needed to continue dividing.

This method helps solve more complex decimal division problems.

9. What are common mistakes when dividing decimals?

Common mistakes when dividing decimals include incorrect decimal placement and forgetting to adjust both numbers equally. Watch out for:

Not moving the decimal in both divisor and dividend.
Placing the decimal incorrectly in the quotient.
Forgetting to add zeros when needed.

Careful step-by-step practice on a dividing decimals worksheet helps avoid these errors.

10. How can I practice dividing decimals effectively?

You can practice dividing decimals effectively by solving structured problems that gradually increase in difficulty. Effective practice tips:

Start with decimal ÷ whole number problems.
Move to decimal ÷ decimal problems.
Check answers by multiplying the quotient and divisor.
Use a dividing decimals worksheet for guided exercises.

Consistent practice improves accuracy and confidence in decimal division.