# Unit 6 Geometry Review: Question Preview (ID: 31079)

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A suitcase measures 48 inches long and 36 inches high. What is the diagonal length of the suitcase to the nearest tenth of a foot? |
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a) 30 inches | b) 72 inches | c) 45 inches | d) 60 inches | |

Determine if the following equations are parallel, perpendicular, or neither. y=18x-3 and 2y=36x-16 |
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a) Parallel | b) Perpendicular | c) Neither | d) Both | |

A kite is a parallelogram |
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a) Always | b) Sometimes | c) Never | d) None of the above. | |

A rectangle is always a square. |
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a) Always | b) Sometimes | c) Never | d) None of the above. | |

A trapezoid is a quadrilateral. |
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a) Always | b) Sometimes | c) Never | d) None of the above. | |

Simplify the radical √81. |
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a) 9√2 | b) 9√3 | c) 10 | d) 9 | |

Simplify the radical √48. |
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a) 22√3 | b) 2√3 | c) 4√3 | d) 12√4 | |

What is the midpoint of (6, 4) and (8, 8)? |
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a) (14, 12) | b) (7,6) | c) (6, 4) | d) (12, 10) | |

Given the dimensions of a triangle are 24, 16, and 28, is it an acute, obtuse, or right triangle? |
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a) Acute | b) Obtuse | c) Right | d) A triangle is a triangle. | |

Given a triangle with a leg of 8cm and a hypotenuse of 8√2cm, find the area of the triangle. |
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a) 32√2 square cm | b) 64 square cm | c) 32 square cm | d) 64√2 square cm | |

A quadrilateral with 4 congruent sides. |
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a) Rectangle | b) Square | c) Parallelogram | d) Rhombus | |

A quadrilateral with 4 congruent sides and angles |
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a) Rectangle | b) Parallelogram | c) Rhombus | d) Square | |

Given the dimensions of a triangle are 6, 8, and 10, is it an acute, obtuse, or right triangle? |
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a) Acute | b) Right | c) Obtuse | d) A triangle is a triangle. | |

Find the distance between (13, 2) and (3, 26). |
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a) 10 | b) 26 | c) 576 | d) 676 | |

Are the following equations parallel, perpendicular, neither, or both? y = - 3/2x - 2 and 2x +3y = 4 |
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a) Parallel | b) Perpendicular | c) Both | d) Neither | |

A quadrilateral with two pairs of opposite sides parallel. |
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a) Parallelogram | b) Kite | c) Isosceles Trapezoid | d) Rectangle | |

Find the midpoint between (12,6) and (14,8). |
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a) (14, 7) | b) (12, 5) | c) (13,7) | d) (13, 9) | |

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