Practice Dividing Decimals in Math

Use these practice problems to test your method after reviewing the concept explanation and worked examples.

Quick Recap

Dividing numbers that contain decimal points, typically by converting the divisor to a whole number (multiplying both divisor and dividend by a power of 10) and then performing long division.

If you want to split $7.20 equally among 3 people, you're dividing a decimal. The trick for harder problems is: if the divisor is 0.40.4, multiply both numbers by 10 to get 72÷4=1872 \div 4 = 18. You haven't changed the answer—just made it easier to compute.

Showing a random 20 of 50 problems.

Example 1

medium
Divide: 4.5÷0.154.5 \div 0.15.

Example 2

medium
Divide: 9.45÷0.59.45 \div 0.5.

Example 3

medium
A snack pack costs $1.20\$1.20. How many can you buy with $9.60\$9.60?

Example 4

medium
Calculate 5.4÷0.65.4 \div 0.6.

Example 5

easy
What is 0.9÷0.30.9 \div 0.3?

Example 6

medium
Calculate 7.2÷0.97.2 \div 0.9.

Example 7

medium
Fill in: 0.072÷0.008=__0.072 \div 0.008 = \_\_.

Example 8

hard
Solve for xx: 0.04x=1.60.04 x = 1.6. Verify by multiplication.

Example 9

medium
Divide: 6.25÷0.56.25 \div 0.5.

Example 10

easy
Divide: 2.4÷62.4 \div 6.

Example 11

hard
Divide: 3.78÷1.53.78 \div 1.5.

Example 12

easy
Divide: 0.8÷20.8 \div 2.

Example 13

easy
Divide: 0.5÷50.5 \div 5.

Example 14

easy
Calculate 3.6÷43.6 \div 4.

Example 15

hard
Divide: 0.625÷0.1250.625 \div 0.125.

Example 16

medium
Divide: 0.144÷0.0120.144 \div 0.012.

Example 17

medium
Divide: 5÷0.255 \div 0.25.

Example 18

easy
Divide: 4.8÷84.8 \div 8.

Example 19

challenge
Find xx if 0.3x=1.50.3x = 1.5, using division. Then check by multiplying.

Example 20

easy
Divide: 1.0÷41.0 \div 4.