Under construction
Stations under construction may not yet contain a good range of resources covering all the key questions and different types of problem.

- 1
What are the Fibonacci numbers, and what properties do they have?

- 2
How can the highest common factor of two numbers be found?

- 3
What is the Fundamental theorem of arithmetic, and why does it matter?

- 4
What does it mean to describe situations recursively?

- 5
How results be proved using induction?

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Resource type | Title |
---|---|

Rich example | Euclid's algorithm |

Building blocks | One step, two step |

Building blocks | Triominoes |

Scaffolded task | Division game |

Scaffolded task | The Fundamental Theorem of Arithmetic |

Problem requiring decisions | Multiplication magic square |

Food for thought | A Diophantine equation |

Food for thought | Factorial fun |

Food for thought | LCM Sudoku |

Investigation | Buckets and ponds |

Investigation | Picture this! |

Go and think about it... | $S$-prime numbers |

Go and think about it... | An olympiad question |