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Home › Worksheets › Long Division: 2-Digit by 1-Digit (No Remainder)

Long Division: 2-Digit by 1-Digit (No Remainder)

16 long division problems on two pages, each a two-digit number divided by a one-digit number, with no remainders. Some answers are single digits, like 63 ÷ 9, and others have two, like 96 ÷ 3. It's the first long division sheet for 4th graders.

Worksheet Details

Introduction to long division: 2-digit dividends and 1-digit divisors with no remainders. Printable worksheet.

Category: Division
Difficulty: Medium

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Divide, multiply, subtract, bring down

For 87 ÷ 3, start with the 8. 3 goes into 8 two times, so write 2 above the 8. Multiply 2 × 3 = 6, subtract to get 2, and bring down the 7 to make 27. 3 goes into 27 nine times, so the answer is 29.

Some problems start differently. In 63 ÷ 9, the 9 doesn't fit into 6, so the first step uses both digits: 9 goes into 63 seven times. The 7 goes above the 3, not the 6. Written over the 6, it reads like 70.

Every problem here divides evenly, so a leftover means a slip in the multiply or subtract step. When these are solid, move on to long division with remainders. The long division guide goes through the steps in more detail.

Frequently Asked Questions

What grade learns long division?

4th grade, with one-digit divisors and dividends up to four digits. 5th graders move on to two-digit divisors.

Is there a way to remember the steps?

Divide, multiply, subtract, bring down, then repeat. Many classes use Dad, Mom, Sister, Brother to remember the order.

Why no remainders on this sheet?

Problems that divide evenly let students learn the steps without also figuring out what to do with a leftover. Remainders come next, once the routine is automatic.

Related Worksheets

  • Division Facts (1-5)
  • Division Facts (1-12) Long Division Format
  • Long Division: 4-Digit by 1-Digit (No Remainder)
  • Long Division: 3-Digit by 1-Digit (With Remainders)
  • Long Division: 4-Digit by 2-Digit (Ultimate)

Keep Going with This Skill

  • Practice it live: Division with Remainders Practice
  • Read the guide: How to Teach Long Division
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