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Factorization with Place Value

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Factorization with Place Value worksheet preview

Factorization with Place Value

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📚 Part 1: Quick Checks (Multiple Choice)

WALT: We are learning to break numbers into factors using place value and use this to multiply efficiently.

1. Which of these are factors of 12? (Check all that apply.)

2

3

5

6

2. Choose the expression that shows place-value factorization of 34 × 7.

(30 × 7) + (4 × 7)

(3 × 7) + (4 × 10)

34 × (5 + 2)

3. Which one is a correct factor pair for 56?

7 × 8

6 × 9

5 × 11

4. Quick check: Using place value, 46 × 5 = ____ . Choose the best method shown below.

(40 × 5) + (6 × 5)

(4 × 5) + (6 × 50)

(46 × 10) ÷ 2

✏️ Part 2: Short Answers & Activities

5. Use place value to calculate 34 × 7. Show your steps.
6. Draw an array to show the factor pair 3 × 8 = 24. Label rows and columns.
7. Match each multiplication to its place-value factorization. Draw lines to match.
A. 27 × 6
B. 45 × 4
C. 62 × 3
D. 18 × 5
1. (10×5) + (8×5)
2. (20×6) + (7×6)
3. (60×3) + (2×3)
4. (40×4) + (5×4)
8. Extension: Find the prime factors of 48. Show your working on the lines below.

Support: If you need help, use place-value blocks or counters to make the tens and ones first, then group them.

Extension challenge: Create a factorization for 123 × 4 using place value (write the expanded form).

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