Free Printable Division Worksheets
Practice division from foundation facts and whole-number quotients through two- and three-digit problems, with or without remainders. Pick the right skill and download a printable PDF.
Worksheets
Choose your level
Five focused levels, from foundation facts (÷1, ÷2, ÷5, ÷10) to multi-digit problems.
Foundation Facts (÷1, ÷2, ÷5, ÷10)
Divide by 1, 2, 5, and 10 with whole-number quotients. Core fluency.
Make this worksheet →
Division Facts, No Remainders
Divide by 2–12 with whole-number quotients. Full facts practice.
Make this worksheet →
Division Facts, With Remainders
Divide by 2–12; every problem has a non-zero remainder.
Make this worksheet →
2-Digit ÷ 1-Digit
Divide a two-digit number by a single digit; may include remainders.
Make this worksheet →
3-Digit ÷ 1-Digit
Divide a three-digit number by a single digit; may include remainders.
Make this worksheet →
Featured printable
The division facts chart
Every division fact written out in full and grouped by divisor, so it reads as division at a glance, not as a times table. Each fact divides evenly with no remainders. Print a reference sheet or a blank one for practice.
Division facts grouped by divisor. Each fact is written in full as dividend divided by divisor equals quotient, for divisors 1 to 12. Every fact divides evenly, with no remainders.
What division practice helps students build
Division is closely tied to multiplication: it asks how many equal groups a number makes, and it leans heavily on known multiplication facts. Much of the work is using those facts to find quotients, then making sense of remainders. The levels here move from foundation facts toward longer division problems.
Sharing and grouping
Understanding division as sharing equally and as the inverse of multiplication.
Fact use
Using known multiplication facts to find quotients quickly.
Remainders
Comfort with what a leftover represents and how to record it.
Place value
Working through each place carefully in longer division problems.
How the levels progress
A common path begins with foundation facts tied to easy multiplication, moves through division facts with and without remainders, and builds toward two- and three-digit by one-digit problems. Solid multiplication recall makes each step smoother.
Foundation Facts (÷1, ÷2, ÷5, ÷10)
Divide by 1, 2, 5, and 10 with whole-number quotients. Core fluency.
Division Facts, No Remainders
Divide by 2–12 with whole-number quotients. Full facts practice.
Division Facts, With Remainders
Divide by 2–12; every problem has a non-zero remainder.
2-Digit ÷ 1-Digit
Divide a two-digit number by a single digit; may include remainders.
3-Digit ÷ 1-Digit
Divide a three-digit number by a single digit; may include remainders.
Choosing the right worksheet level
If multiplication facts are solid, division facts are a natural next step. Choose problems without remainders first, then bring in remainders once the basic facts are reliable. Longer division comes once a student is comfortable finding quotients quickly.
Signs a student is ready to move forward
- Finds quotients from known facts without long pauses
- Handles remainders without hesitation
- Keeps place value organized before moving to longer division
Common mistakes and how to handle them
Shaky multiplication facts slowing division down
A short multiplication review often unblocks division faster than more division practice.
Unsure what to do with a remainder
The division facts with remainders level keeps the numbers small so the focus stays on what the leftover means.
Losing the place value in longer problems
Two- and three-digit by one-digit problems reward neat columns and writing each step down.
Tips for teachers and parents
For parents
- If division feels hard, check multiplication first. A quick fact review often unblocks it.
- Connect each division problem back to multiplication: ask what times the divisor gives the number.
- When a remainder shows up, ask what the leftover means in plain terms before worrying about how to write it.
For teachers
- Introduce division facts once the matching multiplication facts are familiar.
- Bring in remainders with small numbers before moving to longer division.
- Encourage writing each step on longer problems rather than tracking it mentally.
FAQ
Questions
What division skills do these worksheets cover?
Five levels, from Foundation Facts (÷1, ÷2, ÷5, ÷10) to 3-Digit ÷ 1-Digit, so you can match the exact skill a student is practicing.
How do I choose the right division worksheet?
If multiplication facts are solid, division facts are a natural next step. Choose problems without remainders first, then bring in remainders once the basic facts are reliable. Longer division comes once a student is comfortable finding quotients quickly.
How do I know when a student is ready to move up a level?
Common signs include: finds quotients from known facts without long pauses; handles remainders without hesitation; keeps place value organized before moving to longer division.
Are these worksheets aligned to a specific curriculum or set of standards?
No. These worksheets are not aligned to any official standard. The levels reflect skills commonly practiced and are meant as a helpful starting point, not a curriculum requirement.
Do the worksheets include an answer key?
Yes. You can include an optional answer key, which prints on a separate page from the worksheet.
Do I need an account?
No. There is no sign-up or login. Pick a level, generate the worksheet, and download the PDF.