Improve multiplication fluency with this Grade 2 worksheet featuring 30 vertical 2-digit by 1-digit problems. Perfect for building foundational math skills and confidence.
ABOUT THE WORKSHEET
Welcome to a comprehensive practice resource designed specifically for Grade 2 students mastering their multiplication facts. This worksheet focuses on vertical multiplication, challenging learners to multiply two-digit numbers by a single-digit multiplier. With 30 distinct problems, students gain ample opportunities to practice the mechanics of vertical alignment, basic fact recall, and regrouping (carrying) where necessary. The clean, distraction-free layout ensures that students can focus entirely on the calculations, making it an ideal tool for assessment or daily practice.
QUICK DETAILS
- Grade: 2
- Topic: Multiplication (2-Digit by 1-Digit)
- Question Count: 30 Problems
- Format: Printable PDF
- Answer Key: Provided for quick grading
STEP-BY-STEP SOLVED EXAMPLES
Example 1: 82 × 2
First, look at the ones column: multiply 2 by 2, which equals 4. Write 4 in the ones place. Next, move to the tens column: multiply 2 by 8, which equals 16. Write 16 to the left of the 4. The final product is 164.
Example 2: 78 × 5
Start with the ones place: 5 × 8 = 40. Write the 0 in the ones column and carry the 4 over to the tens column. Then, multiply the tens: 5 × 7 = 35. Add the carried 4 to get 39 (35 + 4 = 39). Place 39 in front of the 0. The final product is 390.
Example 3: 89 × 8
Multiply the ones digit: 8 × 9 = 72. Write 2 in the ones column and carry the 7 to the tens. Now, multiply the tens digit: 8 × 8 = 64. Add the carried 7 to the result (64 + 7 = 71). Write 71 in front of the 2. The final product is 712.
TEACHER & PARENT TIPS
To help students succeed with multi-digit multiplication, start by reinforcing the concept of place value using base-ten blocks. Encourage children to use scratch paper if they need extra room for carrying numbers. If a student is struggling, try breaking the problem down into partial products; for example, explain that 82 × 2 is the same as (80 × 2) + (2 × 2). Consistent practice with these 30 problems will help transition students from simple mental math to complex vertical algorithms.