# Transformation Review: Question Preview (ID: 20244)

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Given K(1, -1) is reflected across the y-axis where would the image fall? |
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a) (-1, -1) | b) (1, 1) | c) (-1, 1) | d) (1, -1) | |

Given A(1, 1) and (x, y) -- (x - 2, y + 3), where would A' fall? |
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a) (-4, 1) | b) (4, -1) | c) (1, -4) | d) (-1, 4) | |

Given (x, y) -- (x + 2, y), what would be the component form of the following translation? |
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a) (-2, 0) | b) (0, -2) | c) (2, 0) | d) (0, 2) | |

Transformation that preserve length. |
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a) Isometry | b) Angle of Rotation | c) Similar | d) Dilation | |

A transformation in which the image has been shrunk, enlarged from the pre-image |
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a) Rotation | b) Reflection | c) Translation | d) Dilation | |

A transformation in which the figure is moved such that ever point is equidistant from the pre-image |
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a) Rotation | b) Translation | c) Reflection | d) Dilation | |

A transformation in which a figure is turned about a fixed point. |
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a) Translation | b) Reflection | c) Rotation | d) Dilation | |

A transformation in which each point of a figure has an image that is the same distance from the line of reflection as the original point. |
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a) Reflection | b) Rotation | c) Translation | d) Dilation | |

Two or more transformation to produce a single transformation. |
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a) Composition | b) Reflection | c) Rotation | d) Translation | |

Given A(1, 3) is rotated 90 degree clockwise, where would the image fall? |
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a) (-1, 3) | b) (-3, -1) | c) (3, -1) | d) (-3, 1) | |

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