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Advanced Visual Skip Counting

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Advanced Visual Skip Counting worksheet preview

Advanced Visual Skip Counting

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Part 1: Spot the Pattern

WALT: We Are Learning To skip count forwards and backwards using number patterns.

Success criteria: I can identify the counting pattern, continue a sequence and explain how I know.


1. Which number completes the pattern? 18, 24, 30, 36, _____, 48

40

42

44

2. Which number completes the pattern? 91, 84, 77, _____, 63

72

70

69

3. Circle the two sequences that skip count by 8.

16, 24, 32, 40

12, 20, 28, 36

25, 33, 41, 49

4. The pattern is 7, 14, 21, 28. What is the next number? How did you work it out?

Part 2: Visual Skip Counting

WALT: We Are Learning To show skip counting visually on a number line and in equal groups.

Success criteria: I can show equal jumps, label the numbers reached and use multiplication to check my answer.

5. Draw jumps of 6 on a number line from 0 to 60. Label every number you land on.
6. Draw 5 equal groups of 7 dots. Write the skip-counting pattern and matching multiplication sentence.
7. A robot jumps backwards by 9 from 72. Complete the visual trail: 72, 63, _____, _____, 36.
8. Shade or mark the numbers reached when counting by 4 from 0 to 40. Then write the numbers you marked.

Part 3: Think, Explain and Extend

WALT: We Are Learning To solve skip-counting problems and explain our strategies.

Success criteria: I can find a missing number, explain the rule and apply skip counting to a problem.

9. A theatre has rows of 8 seats. Complete the number of seats in 1, 2, 3, 4 and 5 rows: 8, 16, _____, _____, _____.
10. Mia says that 45, 52, 59, 66 is skip counting by 8. Is Mia correct? Explain your answer and write the correct rule.
Extension: Create a challenging skip-counting pattern using a number between 3 and 12. Leave two missing numbers for a classmate to solve.

Differentiation: Use counters, a hundreds chart or a marked number line. Start at 0 or a friendly multiple, then build towards starting at an unusual number. Advanced learners can combine two rules, such as adding 4 then adding 8.

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