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Odd and Even Numbers

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Odd and Even Numbers

Numbers and counting illustration

🎯 WALT: Identify odd and even numbers using doubles facts and the ones digit rule

📚 Part 1: Multiple Choice

1. Which number is EVEN because it can be made using doubles?

15 (because 7 + 8 = 15)

18 (because 9 + 9 = 18)

23 (because 11 + 12 = 23)

2. Look at the ones digit. Which number is ODD?

46

52

37

88

3. Which digits in the ones place make a number EVEN? (Choose all that apply)

2

5

8

7

0

🔢 Part 2: Number Sorting

4. Sort these numbers into the correct columns by writing them in the boxes below:

Numbers to sort: 29, 34, 41, 56, 63, 78, 85, 92

ODD NUMBERS

EVEN NUMBERS

5. Fill in the missing numbers in this pattern:

24, _____, 28, _____, 32, _____, 36

Are these numbers odd or even? _____________

✏️ Part 3: Explain Your Thinking

6. Explain how you can tell if the number 67 is odd or even without using counters:
7. Complete this doubles fact and explain if the answer is odd or even:

8 + 8 = _____

This number is _______ because _________________________________

8. Challenge: What do you notice about adding two even numbers together? Test it with these examples:

12 + 14 = _____ (odd or even?) _____

26 + 18 = _____ (odd or even?) _____

My rule: Even + Even = _____________

9. Extension: Create your own two-digit odd number and explain why it's odd using TWO different methods:

My number: _____

Method 1 (ones digit rule): ________________________________

Method 2 (using what you know about pairing): ________________________________

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