Ready-to-teach
Clear steps, examples, and practice in one printable page.
Misconception-proof
Highlights common mistakes and how to fix them quickly.
Open license
CC0: free to copy, adapt, and share without attribution.
Quick overview
This free multi-digit multiplication worksheet for grades 4-5 builds confidence with 2-digit by 2-digit products.
Lesson plan snapshot
- Warm-up (3 min): review multiplication facts.
- Model (5 min): solve the worked example together.
- Guided practice (5 min): complete problems 1-4 as a group.
- Independent practice (7 min): finish the remaining problems.
Materials: place value chart, pencil
Learning targets
- Multiply two-digit numbers using partial products.
- Align place values when adding partial products.
- Check multiplication with estimation.
Step-by-step approach
- 1Multiply the ones digit of the bottom number.
- 2Multiply the tens digit and shift one place to the left.
- 3Add the partial products.
- 4Estimate to check if the answer is reasonable.
Common mistakes
Mistake
Forgetting to shift the tens row.
Try instead
Place a zero or start in the tens column.
Mistake
Adding partial products incorrectly.
Try instead
Line up place values before adding.
Mistake
Skipping estimation.
Try instead
Round to the nearest ten to check the size.
Worked example
- Multiply ones: 34 × 2 = 68.
- Multiply tens: 34 × 10 = 340.
- Add partial products: 68 + 340 = 408.
Related resources
Practice problems
10 problems • 15 min
- 1Solve:
- 2Solve:
- 3Solve:
- 4Solve:
- 5Solve:
- 6Solve:
- 7Solve:
- 8Solve:
- 9Solve:
- 10Solve:
Answer key
10 answers- 11) 357
- 22) 6624
- 33) 490
- 44) 14007
- 55) 2184
- 66) 156
- 77) 1400
- 88) 630
- 99) 4732
- 1010) 540
Teacher tips
- TUse area models before switching to the standard algorithm.
- THave students estimate before calculating.
- TEmphasize place value alignment when adding.
Parent tips
- PLet your child explain the partial products aloud.
- PPractice quick facts to reduce computation errors.
- PEstimate together before multiplying.
Open license
You are free to copy, adapt, and share these materials. No attribution required. Released under Creative Commons CC0 1.0 (public domain).