# Tools Of Geometry Vocabulary Part 1: Question Preview (ID: 4488)

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Inductive Reasoning |
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a) Reasoning that is based on patterns you observe. | b) An example for which a conjecture is incorrect. | c) A conclusion you reach using inductive reasoning. | d) A drawing on isometric dot paper to show 3 sides of a figure from a corner view. | |

Conjecture |
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a) A drawing on isometric dot paper to show 3 sides of a figure from a corner view. | b) Shows the base of a structure and the height of each part. | c) A conclusion you reach using inductive reasoning. | d) Reasoning that is based on patterns you observe. | |

Counterexample |
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a) Shows the base of a structure and the height of each part. | b) An example for which a conjecture is incorrect. | c) A conclusion you reach using inductive reasoning. | d) Reasoning that is based on patterns you observe. | |

Isometric Drawing |
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a) Another way to show a 3 dimensional figure. | b) A conclusion you reach using inductive reasoning. | c) An example for which a conjecture is incorrect. | d) A drawing on isometric dot paper to show 3 sides of a figure from a corner view. | |

Foundation Drawing |
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a) A drawing on isometric dot paper to show 3 sides of a figure from a corner view. | b) Shows the base of a structure and the height of each part. | c) A conclusion you reach using inductive reasoning. | d) Another way to show a 3 dimensional figure. | |

Orthographic Drawing |
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a) Another way to show a 3 dimensional figure. | b) A 2 dimensional pattern that you can fold to form a 2 dimensional figure. | c) A drawing on isometric dot paper to show 3 sides of a figure from a corner view. | d) Shows the base of a structure and the height of each part. | |

Net |
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a) Shows the base of a structure and the height of each part. | b) A drawing on isometric dot paper to show 3 sides of a figure from a corner view. | c) Another way to show a 3 dimensional figure. | d) A 2 dimensional pattern that you can fold to form a 2 dimensional figure. | |

Point |
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a) Another way to show a 3 dimensional figure. | b) A 2 dimensional pattern that you can fold to form a 2 dimensional figure. | c) A location which has no size and is represented by a dot. | d) A series of points that extend in 2 opposite directions without end. | |

Space |
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a) The set of all points. | b) A location which has no size and is represented by a dot. | c) Another way to show a 3 dimensional figure. | d) A flat surface that has no thickness. | |

Line |
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a) A location which has no size and is represented by a dot. | b) A flat surface that has no thickness. | c) A series of points that extend in 2 opposite directions without end. | d) The set of all points. | |

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