Repeated multiplication can be expressed using exponent notation with positive exponents.
How this handout aligns
For kaiako, the ancestor table gives students a meaningful pattern for moving from repeated multiplication to exponent notation. It makes the rule visible without beginning with abstraction alone.
Useful when teachers want students to explain why the notation works, not just copy it.
Investigating patterns, extending them, creating tables of values, and plotting the values on the coordinate plane.
How this handout aligns
The table, rule explanation, and graph-or-diagram section let kaiako move from pattern spotting into extension and representation. That gives the page real mathematical depth, not just themed context.
Best used when teachers want a low-floor/high-ceiling pathway in one page.
Use this as a teacher-facing bridge between mathematical modelling and mātauranga Māori integrity.
Teacher-only note
The crucial pedagogy move is to say clearly that whakapapa is not reducible to a number pattern. The model helps students think about growth and representation, but real whakapapa includes overlap, relationship, and cultural meaning beyond the rule.
That teacher-only framing is what stops the task becoming extractive or tokenistic.
Use this resource after students have some context for whakapapa and before moving into more abstract exponent or graphing work.
How to use this resource
Model the first rows together, let pairs complete the pattern, then finish with the discussion about where the model stops matching real life. That keeps the resource clearly for kaiako planning and ties Te Mātaiaho intent to a coherent classroom sequence.
A strong lead-in to graphing, algebra, or discussion about how models work.