Practice Long Division in Math

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

Quick Recap

Long division is a step-by-step method for dividing large numbers by breaking the problem into a series of easier steps: divide, multiply, subtract, bring down, and repeat. It produces a quotient and possibly a remainder.

Long division is like distributing items into groups one place value at a time. If you have 156 stickers to share among 12 friends, you first figure out how many groups of 12 fit in 156 by working from the biggest place value down: how many 12s in 15? Then bring down the next digit and repeat.

Showing a random 20 of 50 problems.

Example 1

hard
Compute 12345÷512345 \div 5.

Example 2

medium
A teacher has 13261326 pencils to share equally among 1313 classes. How many pencils per class?

Example 3

medium
156 stickers are shared equally among 12 friends. How many does each get?

Example 4

medium
Compute 1000÷81000 \div 8.

Example 5

medium
A bus seats 48 people. How many buses are needed for 290 people?

Example 6

easy
Compute 567÷9567 \div 9.

Example 7

easy
Compute 40÷840 \div 8.

Example 8

medium
Compute 999÷11999 \div 11, quotient and remainder.

Example 9

medium
Compute 500÷6500 \div 6, quotient and remainder.

Example 10

easy
Compute 25÷425 \div 4, quotient and remainder.

Example 11

hard
Compute 9999÷119999 \div 11.

Example 12

medium
Compute 4500÷154500 \div 15.

Example 13

medium
Compute 1234÷61234 \div 6, giving quotient and remainder.

Example 14

easy
Compute 988÷4988 \div 4 step by step.

Example 15

medium
Compute 4096÷164096 \div 16.

Example 16

easy
Fill in the blank: in 846÷6=141846 \div 6 = 141, the dividend is ____.

Example 17

medium
Compute 408÷8408 \div 8.

Example 18

challenge
Find the smallest number greater than 200 that is divisible by 13.

Example 19

hard
Compute 1000÷321000 \div 32, quotient and remainder.

Example 20

hard
Compute 1080÷271080 \div 27.