# Proportions And Similar Shapes: Question Preview (ID: 22361)

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Khaled scans a photo that is 5 in. wide by 7 in. long into his computer. If he scales the length down to to 3.5 in., how wide should the similar photo be? |
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a) 2.5 in. | b) 3.5 in. | c) 10 | d) 6 | |

One triangle has side lengths of 6, 9, and 14. A similar triangle has side lengths of 9, x, and 21. If the side lengths are listed in corresponding order, find x. |
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a) 18 | b) 12.5 | c) 15 | d) 13.5 | |

Solve for x: 5/x = 8/12 |
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a) 3.3 | b) 6 | c) 9 | d) 7.5 | |

Solve for x: x/15 = 3/45 |
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a) 3 | b) 1 | c) 7.5 | d) 9 | |

Solve for x: 3/8 = x/12 |
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a) 4.5 | b) 6 | c) 12 | d) 9.5 | |

Solve for x: 3/4 = x/24 |
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a) 24 | b) 6 | c) 18 | d) 9 | |

Mutsuko drew an 8.5 inch wide by 11 inch tall picture that will be turned into a 34 inch wide poster. How tall will the poster be? |
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a) 2.75 in. | b) 26.3 in. | c) 44 in. | d) 32 in. | |

The vertex of a triangle is at (-4, 8). Dilate the ordered pair with a scale factor of 1/2. |
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a) (-8, 16) | b) (-2, 4) | c) (-1, 2) | d) (4, -4) | |

The vertex of a rectangle is at (4, 3). Dilate the ordered pair with a scale factor 2. |
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a) (8, 6) | b) (2, -6) | c) (2, 1.5) | d) (6, 5) | |

The vertex of a pentagon is at (4, -3). Dilate the ordered pair with a scale factor of 2.5. |
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a) (8, -6) | b) (2, -1.5) | c) (6, -4.5) | d) (10, -7.5) | |

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