π Year 2 (ACARA Code: AC9M2A01)
π―Focus:
β
recognise additive patterns that grow or shrink by the same amount.
β
create patterns using numbers, shapes and objects.
β
describe the pattern rule in simple words.
β
identify missing numbers in a pattern.
β
explain whether a pattern is going up or down.
Video Lessons
π¬ Video Lesson Tips
- β Write a few number patterns on the board.
- β Pause and ask, βWhat changes each time?β
- β Use arrows to show the pattern growing or shrinking.
- β Ask students to make their own pattern.
- β Challenge them to explain the rule to a partner.
π‘ Key Ideas
πβAdditive patterns change by the same amount each time.β
- π‘ Add means get bigger.
- π‘ Subtract means get smaller.
- π‘ The change stays the same.
- π‘ Patterns can use numbers, shapes or objects.
- π‘ Missing parts can be found by following the rule.
π§© Mini Quiz β Quick Check
Try these after watching the video:
βQuestion 1: What is an additive pattern?
β Answer: A pattern that changes by the same amount each time
βQuestion 2: What comes next: 2, 4, 6, ?
β Answer: 8
Question 3: Which rule matches 5, 8, 11, 14?
β Answer: Add 3 each time
βQuestion 4: Which could be a pattern?
A. Triangle, square, circle
B. 1, 3, 5, 7
C. Red, red, blue, blue
β Answer: 1, 3, 5, 7
βQuestion 5: What is missing: 10, 8, , 4?
β Answer: 6
Scored:
5/5 π― = Champion!
3β4/5 π = Great Work!
0β2/5 π = Watch the video again!
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π Other Lessons in This Unit
π Learning Path (Recommended Order)
| Step | Lesson | What You Learn |
|---|---|---|
| 1 | π’ Year 2 Number Patterns: Create, Describe & Find Missing Numbers πYou are hereπ | Students look for patterns in the environment, such as windows, wheels, or train carriages, and record what they notice in a table or diagram. |
| 2 | π Year 2 Number Patterns: Find the Rule & Missing Numbers πComing Soonπ | Students identify the constant amount being added or subtracted and use it to complete pattern sequences. This helps them solve missing-number problems and check whether a pattern is increasing or decreasing by the same amount each step |
