Time: 35 minutes · Tracks: Explorers, Builders, Makers · Kit: version 1.2, 12 October 2026
Students find repeating patterns, explain the rule behind them, and see that a computer can learn a rule from examples. This is the idea behind AI: a system is shown many labelled examples and works out the rule itself.
Practical mission: Pattern Journal, Pattern Detective Report, or Hand-Built Pattern Classifier (rubric v1.0 and v1.1, in the web app). Coding lesson: Repeat a Pattern, in blocks or Python.
The robot has learned from examples 1 to 4. Look at each example and tick whether the robot should label it "pattern" or "no pattern". Then write the rule you think the robot used.
| No. | Sequence | Label (given) | Your prediction |
|---|---|---|---|
| 1 | ● ■ ● ■ | Pattern | — |
| 2 | ▲ ● ■ ◆ | No pattern | — |
| 3 | 1 2 1 2 1 2 | Pattern | — |
| 4 | 3 5 9 17 | No pattern | — |
| 5 | ★ ★ ◆ ★ ★ ◆ | Hidden | Pattern No pattern |
| 6 | R G B R G G | Hidden | Pattern No pattern |
Write it in one sentence:
Were examples 5 and 6 harder? Why? What would you need to see to be sure of the rule?
1. What is the smallest piece that repeats in ● ■ ● ■ ● ■?
2. Name one pattern in your day. Write its rule.
3. The robot saw three examples. Why might it be wrong about a new one?
| Card | Label | Smallest repeating piece, or why there is none |
|---|---|---|
| 01 | Pattern | ● ■ (repeats) |
| 02 | Pattern | ▲ ▲ ● (repeats) |
| 03 | Pattern | 1 2 3 (repeats) |
| 04 | Pattern | ♪ ♫ (repeats) |
| 05 | Pattern | ↑ ↓ (repeats) |
| 06 | Pattern | A B B (repeats) |
| 07 | No pattern | No block repeats. |
| 08 | No pattern | Gaps grow (+2, +3, +4, +5). There is a rule, but no repeating block. |
| 09 | No pattern | No block repeats. |
| 10 | No pattern | Each number is the sum of the two before. A rule, but not a repeat. Good for discussion. |
| 11 | Pattern | ▲ ● ● (repeats) |
| 12 | No pattern | No block repeats. |
Examples 1 to 3: pattern (repeat of ● ■, 1 2, and the first two items). Example 4: no pattern. Example 5: pattern, ★ ★ ◆. Example 6: no pattern.
Card 10 is a useful discussion point: students may say "pattern" because the numbers follow a rule. Ask them to separate a rule that repeats from a rule that grows.
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