Division Worksheet Generator

How to Use the Division Worksheet Generator

1. 1. Choose the practice type. Division facts builds problems from the times tables, so 42 ÷ 7 always has a whole-number answer. Long division builds problems by the number of digits in the dividend and the divisor.
2. 2. Set the difficulty. For facts, set the divisor range and the largest quotient. For long division, choose digits and a remainder rule. The quick levels load common setups.
3. 3. Pick the layout. Stacked draws the long-division bracket with room to write the working, and One line writes 84 ÷ 7 = ___. With remainders on, the one-line version adds an R blank.
4. 4. Print. New worksheet draws a fresh set; Print sends the student sheet (page 1) and the answer key (page 2). Print only page 1 for students.

Facts First, Then the Algorithm

Division facts are multiplication facts read backwards. A problem such as 28 ÷ 7 is really the unknown-factor question 7 × ? = 28, and the generator builds every fact by choosing a divisor and a quotient first and multiplying them to get the dividend. That guarantees an exact answer, and it means a student who knows the 7 times table already has the tools. Long division asks for more: it needs the facts to be quick, so that attention goes to the procedure of divide, multiply, subtract and bring down.

Remainders: None, Allowed or Required

None gives exact division only. Allowed mixes exact and inexact problems, which is the realistic case and the one that tests whether students check for a remainder at all. Required gives every problem a non-zero remainder, so it suits a lesson that is entirely about remainders. The remainder is always smaller than the divisor, and every problem satisfies dividend = divisor × quotient + remainder — the check students can use on their own work.

Take the first remainder problem: 338 ÷ 5. Five goes into 33 six times (30), leaving 3; bring down the 8 to make 38; five goes into 38 seven times (35), leaving 3. The quotient is 67 with remainder 3, and 5 × 67 + 3 = 338 confirms it.

Levels by Skill

Placement varies, so treat grades as a rough map and check your own standards. In the Common Core State Standards, grade 3 asks students to understand division as an unknown-factor problem (3.OA.B.6) and to know all products of two one-digit numbers from memory (3.OA.C.7). Grade 4 includes finding quotients and remainders with up to four-digit dividends and one-digit divisors (4.NBT.B.6), grade 5 extends this to two-digit divisors (5.NBT.B.6), and grade 6 expects fluent division of multi-digit numbers with the standard algorithm (6.NS.B.2). Everything here runs in your browser and nothing is uploaded.

Frequently Asked Questions

How do I make division worksheets without remainders?

Set Remainders to None. Each problem is built by multiplying a divisor by a quotient, so the division is always exact. This works for division facts and for long division with up to a five-digit dividend and a one- or two-digit divisor.

What does the remainder setting Required do?

It gives every problem a remainder of at least 1, always smaller than the divisor. Use it when the lesson is about remainders; use Allowed when you also want students to notice problems that divide evenly.

What is the difference between the stacked and one-line layouts?

Stacked draws the long-division bracket — divisor outside, dividend under the bar — with blank lines for working. One line writes the problem as 84 ÷ 7 = ___, which suits fact drills. You can use either layout with either practice type.

How do students check a division answer?

Multiply the quotient by the divisor and add the remainder; the total should equal the dividend. For 164 ÷ 9 = 18 R 2, that is 9 × 18 + 2 = 164. The answer key writes each problem as a full equation, so the same check works there.

Why are there no decimal answers?

These sheets use whole-number quotients and remainders, the form taught first. Dividing into decimals or fractions is a later skill, and a remainder can be turned into a fraction of the divisor when students are ready.

Can I print the same worksheet again later?

Yes. The worksheet number in the corner, with the same settings, restores the identical problems and answer key. Changing any setting changes the problems.