Free 2-Digit by 2-Digit Multiplication Worksheets (Grades 4-5)

Practice 2-digit by 2-digit multiplication (Grades 4-5) with free printable PDF worksheets. 4 pre-packaged classroom sets with 100% verified step-by-step answer keys, plus an unlimited live customizer for teachers and homeschoolers.

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PanMaths.com2-Digit by 2-Digit Multiplication WorksheetsSet A (Standard)
Name: __________________________
Date: _____________ Period: ____
Score: _____ / 10
Directions: Solve each problem carefully. Show all intermediate work in the workspace provided.
1
49
×34
 
2
97
×46
 
3
72
×22
 
4
89
×25
 
5
89
×44
 
6
91
×66
 
7
34
×11
 
8
63
×16
 
9
86
×25
 
10
58
×28
 
PanMaths.com • Free Printable Math WorksheetsPage 1 of 2
PanMaths.comAnswer Key & Worked Solutions • Set A (Standard)
Answer Key
Total Problems: 10
Teacher & Parent Guide: Intermediate evaluation steps are provided for step-by-step grading and student self-correction.
1
49
×34
1666
1. Multiply by Ones Digit (4): 49 × 4 = 196
2. Multiply by Tens Digit (3 × 10): 49 × 30 = 1470
3. Sum Partial Products: 196 + 1470 = 1666 ✅
2
97
×46
4462
1. Multiply by Ones Digit (6): 97 × 6 = 582
2. Multiply by Tens Digit (4 × 10): 97 × 40 = 3880
3. Sum Partial Products: 582 + 3880 = 4462 ✅
3
72
×22
1584
1. Multiply by Ones Digit (2): 72 × 2 = 144
2. Multiply by Tens Digit (2 × 10): 72 × 20 = 1440
3. Sum Partial Products: 144 + 1440 = 1584 ✅
4
89
×25
2225
1. Multiply by Ones Digit (5): 89 × 5 = 445
2. Multiply by Tens Digit (2 × 10): 89 × 20 = 1780
3. Sum Partial Products: 445 + 1780 = 2225 ✅
5
89
×44
3916
1. Multiply by Ones Digit (4): 89 × 4 = 356
2. Multiply by Tens Digit (4 × 10): 89 × 40 = 3560
3. Sum Partial Products: 356 + 3560 = 3916 ✅
6
91
×66
6006
1. Multiply by Ones Digit (6): 91 × 6 = 546
2. Multiply by Tens Digit (6 × 10): 91 × 60 = 5460
3. Sum Partial Products: 546 + 5460 = 6006 ✅
7
34
×11
374
1. Multiply by Ones Digit (1): 34 × 1 = 34
2. Multiply by Tens Digit (1 × 10): 34 × 10 = 340
3. Sum Partial Products: 34 + 340 = 374 ✅
8
63
×16
1008
1. Multiply by Ones Digit (6): 63 × 6 = 378
2. Multiply by Tens Digit (1 × 10): 63 × 10 = 630
3. Sum Partial Products: 378 + 630 = 1008 ✅
9
86
×25
2150
1. Multiply by Ones Digit (5): 86 × 5 = 430
2. Multiply by Tens Digit (2 × 10): 86 × 20 = 1720
3. Sum Partial Products: 430 + 1720 = 2150 ✅
10
58
×28
1624
1. Multiply by Ones Digit (8): 58 × 8 = 464
2. Multiply by Tens Digit (2 × 10): 58 × 20 = 1160
3. Sum Partial Products: 464 + 1160 = 1624 ✅
PanMaths.com • Answer Key & SolutionsPage 2 of 2
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How to Create & Print Custom Worksheets in 3 Steps

Every generated sheet includes student name, date, score lines, and a complete answer key!

1⚙️

1. Set Options & Count

Select difficulty (Easy, Medium, Hard) and choose your exact problem count (8, 12, 16, or 20 problems per sheet).

2🎲

2. Generate & Review

Click "Shuffle" to generate fresh randomized questions. Student name, date, and score blanks are added automatically.

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3. Print with Answer Key

Print clean 8.5"×11" pages. Includes a detachable verified answer key for 1-minute grading or student self-checking!

What Every Sheet Includes: Name & Date headers, organized problem numbering, ample student write-in workspace, and a step-by-step verified grading key!
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Recommended Classroom & Homeschool Uses

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Homework & Review
Send home with detachable answer keys for easy parent review.
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Quizzes & Exit Tickets
Assess student concept retention before chapter tests.

Worksheet Info

Categoryarithmetic
Grade LevelGrades 4-5
DifficultyStandard to Challenging
Time15-20 min

Skills Practiced

  • 2-digit by 2-digit products
  • Partial products method
  • Multi-step regrouping
🎮 Interactive Warm-Up

Times Tables Mastery

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💡 1. Never Forget the Placeholder Zero

Before multiplying by the bottom tens digit, write a zero in the ones column of the second row immediately.

💡 2. Cross Out Old Carried Digits

Once row 1 is finished, draw a light slash through carried digits so you do not accidentally add them to row 2.

💡 3. Keep Columns Strictly Straight

Slanted handwriting leads to adding ones into tens. Keep ones, tens, hundreds, and thousands in straight vertical lines.

The 3-Step Standard Algorithm for Double-Digit Multiplication

2-digit by 2-digit multiplication requires combining two single-digit multiplications with column addition:

  1. Row 1 (Multiply by Ones): Multiply the top 2-digit number by the bottom ones digit. Record any carries above the tens column.
  2. Row 2 (Drop Zero & Multiply by Tens): Write a 0 in the ones place of the second line. Then multiply the top number by the bottom tens digit.
  3. Row 3 (Add Partial Products): Add the two partial product rows together using standard column addition to find the final product.

Area Model vs. Standard Algorithm

Before mastering the vertical algorithm, students often use the box/area model to decompose numbers by place value (e.g. 34 × 26 = (30 + 4) × (20 + 6)). Our worksheets bridge this understanding by presenting step-by-step partial product breakdown lines on every answer key.

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Benefits of Mastery

🔢 2-Step Partial Products

Mastering the transition from single-digit multiplication to multi-step column products.

⭕ Placeholder Zero Habit

Prevents the #1 most common arithmetic error on standardized tests.

📄 4 Differentiated Sets

Set A foundational, Set B anti-cheat, Set C high digits, and Set D timed sprint.

🔍 Detailed Answer Key

Every problem on Page 2 includes both partial product rows and the final product.

Frequently Asked Questions

How do you multiply two 2-digit numbers step by step?

Multiply the top number by the bottom ones digit to get partial product 1. Next, put a placeholder 0 in the ones place and multiply the top number by the bottom tens digit to get partial product 2. Finally, add the two partial products together.

What grade is 2-digit by 2-digit multiplication taught in?

In the US Common Core curriculum, 2-digit by 2-digit multiplication is introduced in Grade 4 (CCSS.MATH.CONTENT.4.NBT.B.5) and practiced for fluency in Grade 5.

Do these worksheets provide room for scratchwork?

Yes! Our worksheets use the 10-problem ergonomic standard (2 columns × 5 rows) providing over 40mm of vertical pencil workspace for student hand calculations.