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Odd Even Patterns

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Odd Even Patterns

Use the ones digit to help identify odd and even numbers. Show your thinking with words, numbers or drawings where asked.

Spot the pattern

Identify numbers, build odd and even sequences, and show how counters can be grouped into pairs.

1.Sort these numbers into odd and even groups: 26, 39, 42, 57, 68, 71, 84, 95.
2.Draw counters for 9 and group them into pairs. Is 9 odd or even? Explain what happens to the counters.
3.Draw counters for 14 and pair them up. Is 14 odd or even? Explain what happens to the counters.
4.Fill the gaps in both sequences: Odd numbers: 11, 13, __, 17, __, 21, __. Even numbers: 20, __, 24, __, 28, __, 32.

Add and subtract

Calculate each result, then use odd-and-even patterns to predict number types.

5.Work out each number sentence. Label each answer odd or even: a) 16 + 22 = __; b) 13 + 18 = __; c) 27 − 12 = __; d) 35 − 17 = __.
6.Without working out the totals, choose odd or even for each: 37 + 25; 46 + 32; 53 − 18; 64 − 27.
7.Complete each rule with odd or even: a) even + even = __; b) odd + odd = __; c) odd + even = __; d) odd − even = __.
8.Explain why adding two odd numbers always gives an even number. You may use a drawing, counters or number sentences.
9.Ari says that 19 + 23 + 8 must be odd because there are three numbers. Is Ari correct? Work out the total and explain the pattern.
10.Create an addition sentence using two odd numbers. Work out the total and explain whether it is odd or even.

3 printable pages

  • Odd Even Patterns, page 1 of 3: Spot the pattern

    Page 1

  • Odd Even Patterns, page 2 of 3: Add and subtract

    Page 2

  • Odd Even Patterns, page 3 of 3: 9. Ari says that 19 + 23 + 8 must be odd because there are three numbers. Is Ari correct?…

    Page 3

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