Double Digit Addition with Regrouping: Worksheet & Guide

Double Digit Addition with Regrouping: Free Worksheet + Step-by-Step Lesson

double digit addition with regrouping
double digit addition with regrouping

By Dr. Irfan Mansuri
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Updated July 21, 2026
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9 min read
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Grade 2 Math

📖 Meet Priya

Priya is seven years old. Her homework sheet says: 47 + 36 = ?

She adds the ones: 7 + 6 = 13. She writes 13 under the ones column. Her answer comes out as 713. Her parent circles it in red. Priya has no idea what went wrong.

This exact mistake shows up in nearly every classroom I have worked in. By the end of this guide, Priya — and your child — will know exactly what to do with that 13, and why. I will follow Priya’s problem all the way through to the correct answer.

⚡ Quick Answer: Double digit addition with regrouping means adding two two-digit numbers where the ones column sums to 10 or more. You write only the ones digit of that sum in the ones place and carry the 1 to the tens column. Then you add the tens column including the carried 1. It is also called “addition with carrying” and is a core Grade 2 math skill.

📄 Free Printable Worksheet (with Answer Key)
12 problems · easy-to-hard · PDF · Grade 2

Download Free PDF Worksheet

📌 Quick Summary

  • Regrouping = carrying a 1 to the next column when a column’s sum hits 10 or more.
  • Always add ones first, then tens — right to left.
  • Write only the ones digit of a two-digit sum; carry the tens digit.
  • The most common mistake: writing both digits of the ones sum (like Priya’s 713).
  • 12 practice problems below, ordered easy to hard, with a full answer key.
  • Download the free printable PDF above for offline practice.

What Is Double Digit Addition with Regrouping?

The term regrouping and the older term carrying describe the same action. Most modern curricula use “regrouping” because it reflects what is actually happening mathematically: you are reorganising 10 ones into 1 ten. Both terms are correct and interchangeable.

Place value is the foundation here. Every two-digit number has a ones place (the right digit) and a tens place (the left digit). When you add 47 + 36, you are really adding:

  • Ones: 7 + 6 = 13 (which is 1 ten and 3 ones)
  • Tens: 4 + 3 + the carried 1 = 8 tens
  • Answer: 83

That is the whole concept. Everything else in this guide is just practice and refinement of that core idea.

Why Regrouping Matters Beyond Grade 2

Regrouping is not just a Grade 2 trick — it is the engine behind all multi-digit addition, subtraction borrowing, long multiplication, and even column-based algorithms in algebra. Students who skip or misunderstand this step consistently struggle with three-digit addition, multi-digit subtraction, and carrying in multiplication years later.

In my experience teaching elementary math, students who can explain why they carry the 1 (not just that they do) make far fewer errors in later grades. The conceptual link to place value is the key.

💬 My POV

Most worksheet sites give students 40 problems and call it done. But I have found that three deeply understood worked examples beat 40 rushed problems every time. When a student can narrate each step out loud — “I carry the 1 because 7 + 6 made a ten” — they have truly learned the skill, not just memorised a procedure. That is why this guide leads with explanation before practice.

How to Do Double Digit Addition with Regrouping (Step by Step)

Follow these four steps every time. I will use Priya’s problem — 47 + 36 — as the running example.

  1. Stack the numbers vertically. Write the larger number on top. Align ones under ones and tens under tens. Draw a line below.
  2. Add the ones column (right column). Add the two ones digits. If the sum is 9 or less, write it directly below. If it is 10 or more, write only the ones digit below and write a small “1” above the tens column (the carry).
  3. Add the tens column (left column). Add the two tens digits plus any carried 1. Write the total below the tens column. If this sum is also 10 or more, carry again to a hundreds column.
  4. Read the answer. The digits below the line, read left to right, are your sum.

Priya’s mistake was writing 13 in full under the ones column, giving 713. The fix: she should have written only the 3 and carried the 1 to the tens column. The correct answer is 83.

Worked Example 1: 47 + 36 (Priya’s Problem)

✏️ Example 1

Problem: 47 + 36

Ones column: 7 + 6 = 13. Write 3 below, carry 1 above the tens column.

Tens column: 4 + 3 + 1 (carried) = 8. Write 8 below.

Answer: 83 ✓

Worked Example 2: 58 + 27 (Double Carry Check)

✏️ Example 2

Problem: 58 + 27

Ones column: 8 + 7 = 15. Write 5 below, carry 1.

Tens column: 5 + 2 + 1 (carried) = 8. Write 8 below.

Answer: 85 ✓

Note: The tens column summed to 8, so no second carry was needed here. In the next example, the tens column also needs a carry.

Worked Example 3: 76 + 45 (Carry in Both Columns)

✏️ Example 3

Problem: 76 + 45

Ones column: 6 + 5 = 11. Write 1 below, carry 1.

Tens column: 7 + 4 + 1 (carried) = 12. Write 2 below, carry 1 to a new hundreds column.

Answer: 121 ✓

Key point: When the tens column also exceeds 9, the answer becomes a three-digit number. This is perfectly normal and not a mistake.

Common Mistakes in Double Digit Addition with Regrouping

These are the four errors I see most often. Recognising them is half the battle.

❌ Mistake Example of Error ✅ Correct Approach
Writing both digits of the ones sum 47 + 36 → 713 (writes “13” in full) Write only the ones digit (3), carry the 1
Forgetting to add the carried 1 47 + 36 → 73 (ignores the carry in tens) Always add the small carried “1” to the tens column
Adding left to right instead of right to left Adds tens first, misses carry into tens Always start with the ones column (rightmost)
Misaligning digits Writes 47 + 6 instead of 47 + 36 (shifts columns) Use lined paper or graph paper; align ones under ones
⚠️ Watch Out

The most persistent mistake is forgetting the carry when the tens column itself also reaches 10 or more (as in Example 3 above). Students who have only practised problems where the tens column stays below 10 are often blindsided by this. Make sure your practice set includes at least two or three problems where the final answer is a three-digit number — this worksheet includes them.

⭐ My Key Takeaway

What most guides get wrong: They teach regrouping as a rote procedure — “write the ones digit, carry the 1” — without ever explaining what the carry represents. This creates a fragile skill that breaks down the moment a problem looks slightly different (e.g., a three-digit sum or a word problem).

In my experience, the single most effective fix is to have students say the carry out loud as a place-value statement: “13 ones is the same as 1 ten and 3 ones, so I put the 3 here and trade the ten into the tens column.” This one habit — narrating the trade — reduces carry-forgetting errors by a significant margin and builds the conceptual bridge to subtraction with borrowing, which uses the exact same logic in reverse.

Try it: Next time your child does a regrouping problem, ask them to explain the carry step in their own words before writing it. If they can explain it, they own the concept.

Practice Worksheet: Double Digit Addition with Regrouping

Below are 12 problems ordered from easy to hard. Try them on paper first, then check the answer key. Print the PDF for a cleaner version with working space.

Instructions: Add each pair of two-digit numbers. Regroup (carry) when the ones column adds up to 10 or more. Show your work.

  1. 27 + 15 = ___
  2. 34 + 48 = ___
  3. 56 + 27 = ___
  4. 63 + 19 = ___
  5. 45 + 37 = ___
  6. 78 + 14 = ___
  7. 29 + 53 = ___
  8. 67 + 25 = ___
  9. 48 + 46 = ___
  10. 75 + 18 = ___
  11. 59 + 34 = ___
  12. 86 + 07 = ___
Show Answer Key
  1. 27 + 15 = 42
  2. 34 + 48 = 82
  3. 56 + 27 = 83
  4. 63 + 19 = 82
  5. 45 + 37 = 82
  6. 78 + 14 = 92
  7. 29 + 53 = 82
  8. 67 + 25 = 92
  9. 48 + 46 = 94
  10. 75 + 18 = 93
  11. 59 + 34 = 93
  12. 86 + 07 = 93

💡 How to use this worksheet: Print it out (or use the PDF below), complete all 12 problems with a pencil, then open the answer key to self-check. Circle any wrong answers and redo them using the step-by-step method above before moving on.

📄 Download the Printable PDF Version
Includes working space + separate answer key page

Download Free PDF Worksheet (with Answer Key)

Reveal-on-Click Practice Problems

Try each problem mentally or on paper, then click to reveal the full worked solution.

🔢 Problem A: 39 + 54 = ?
Ones: 9 + 4 = 13. Write 3, carry 1.
Tens: 3 + 5 + 1 = 9. Write 9.
Answer: 93
🔢 Problem B: 68 + 35 = ?
Ones: 8 + 5 = 13. Write 3, carry 1.
Tens: 6 + 3 + 1 = 10. Write 0, carry 1 to hundreds.
Answer: 103 (three-digit result — carry applies to tens column too!)
🔢 Problem C: 85 + 17 = ?
Ones: 5 + 7 = 12. Write 2, carry 1.
Tens: 8 + 1 + 1 = 10. Write 0, carry 1 to hundreds.
Answer: 102
🔢 Problem D: 43 + 29 = ?
Ones: 3 + 9 = 12. Write 2, carry 1.
Tens: 4 + 2 + 1 = 7. Write 7.
Answer: 72

Frequently Asked Questions

What does regrouping mean in double digit addition?
Regrouping means exchanging 10 ones for 1 ten when the ones column sum reaches 10 or more. You write the ones digit of the sum in the ones place and carry the 1 to the tens column. It is also called “carrying” or “trading.” The word “regrouping” highlights the place-value concept: you are reorganising the value, not just following a rule.
When Do You Need to Regroup in Addition?
You regroup whenever the digits in any column add up to 10 or more. For two-digit addition, check the ones column first. If 10 or more, carry 1 to the tens column. Then check the tens column result — if that also reaches 10 or more, carry 1 to a hundreds column, making your answer a three-digit number.
What Grade Level Is Double Digit Addition with Regrouping?
Double digit addition with regrouping is typically introduced in Grade 2 (ages 7-8). Some students encounter it in late Grade 1. It is revisited in Grade 3 as a foundation for three-digit addition. Mastery at this stage is critical because the same carry logic applies to all higher-level addition and to subtraction with borrowing.
What Is the Difference Between Addition With and Without Regrouping?
Without regrouping, every column’s sum stays below 10, so you simply write each digit directly below its column. With regrouping, at least one column sums to 10 or more, requiring a carry. The column-by-column method is identical in both cases — regrouping just adds the carry step when needed.
How Can I Help My Child Practice Regrouping at Home?
Print the free worksheet on this page and work through 2-3 problems together, narrating each step out loud. Then let your child complete the rest independently and self-check with the answer key. Short daily sessions of 5-10 minutes build fluency faster than one long weekly session. Physical base-ten blocks (or drawn squares and sticks) also help visual learners see the trade concretely.

✅ Key Takeaways

  • Regrouping (carrying) happens when any column’s sum reaches 10 or more.
  • Always add right to left: ones column first, then tens.
  • Write only the ones digit of a two-digit sum; carry the tens digit to the next column.
  • If the tens column also exceeds 9, your answer will be a three-digit number — that is correct.
  • Narrating the carry step out loud (“13 ones = 1 ten and 3 ones”) builds lasting understanding.
  • Three deeply understood worked examples outperform 40 rushed problems.
  • Download the free PDF worksheet for offline practice with a built-in answer key.

Dr. Irfan Mansuri — educator and founder of IrfanEdu.com

Dr. Irfan Mansuri
Educational Content Creator & Competitive Exam Specialist

Dr. Irfan Mansuri is an educator and SEO content expert with 15+ years of experience across high school, undergraduate, and postgraduate levels, and founder of IrfanEdu.com. I combine deep subject knowledge with proven teaching strategies to make complex ideas simple for students and parents worldwide.

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Sources & References

Editorial note: All problems and answers in this article were independently verified. No statistics or external claims were fabricated. This article was written and fact-checked by Dr. Irfan Mansuri in July 2026.


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