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Question | Answer |

What is special about corresponding angles? | They are equal in size |

What is special about alternate angles? | They are equal in size |

How many degrees on a straight line? | 180 |

How many degrees are in a circle? | 360 |

How many degrees are inside a pentagon (5 sides) | 5 sides = 3 triangles = 3 x 180 = 540 |

How many degrees are in a triangle? | 180 |

How many degrees are inside a rectangle or square? | 360 |

How many degrees are inside a hexagon (6 sides) | 6 sides = 4 x triangles = 4 x 180 = 720 |

Describe an interior angle? | The angle between 2 adjacent lines inside the shape |

Describe an exterior angle | The angle on the outside of the shape which is made by extending the side to make a straight line |

Describe an alternate angle | The two angles which are inside the parallel lines and on opposite sides of the transversal (the line that joins the parallel lines) |

Describe a corresponding angle? | Two angles which are on the same side of the transversal and both are either on top or on the bottom of the parallel lines |

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