# Chapter 8 Review: Question Preview (ID: 3362)

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A segment that connects any 2 nonconsecutive vertices. |
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a) Hypotenuse | b) Line | c) Quadrilateral | d) Diagonal | |

If a convex polygon has n sides and S is the sum of the measures of its interior angles, then S=180(n-2). |
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a) Theorem 8.12 | b) Theorem 8.1 | c) Theorem 8.2 | d) Theorem 8.3 | |

If a polygon is convex, then the sum of the measures of the exterior angles, 1 at each vertex, is 360. |
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a) Theorem 8.1 | b) Theorem 8.4 | c) Theorem 8.3 | d) Theorem 8.2 | |

A quadrilateral with parallel opposite sides. |
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a) Hexagon | b) Sides | c) Angles | d) Parallelogram | |

Opposite sides of a parallelogram are congruent. |
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a) Theorem 8.3 | b) Theorem 8.2 | c) Theorem 8.5 | d) Theorem 8.4 | |

Opposite angles in a parallelogram are congruent. |
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a) Theorem 8.3 | b) Theorem 8.4 | c) Theorem 8.7 | d) Theorem 8.6 | |

Consecutive angles in a parallelogram are supplementary. |
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a) Theorem 8.4 | b) Theorem 8.7 | c) Theorem 8.6 | d) Theorem 8.5 | |

If a parallelogram has one right angle, it has four right angles. |
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a) Theorem 8.3 | b) Theorem 8.6 | c) Theorem 8.5 | d) Theorem 8.4 | |

The diagonals of a parallelogram bisect each other. |
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a) Theorem 8.5 | b) Theorem 8.4 | c) Theorem 8.7 | d) Theorem 8.3 | |

A quadrilateral with four right angles. |
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a) Rectangle | b) Dodecagon | c) Hexagon | d) Pentagon | |

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