Title | Description | Thumbnail Image | Curriculum Topics |
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## Closed Captioned Video: Geometry Applications: Transformations, Segment 3: Rotations, Reflections, and Symmetry. |
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## DescriptionThe Gemini telescope in Hawaii is an example of architecture that moves. All observatories rotate in order to follow objects in the sky. This also provides an opportunity to explore rotations, reflections, and symmetry. A Video Transcript is available for this tutorial. |
Definition of Transformations, Applications of Transformations | |

## Video Transcript: Geometry Applications: Transformations, Segment 3: Rotations, Reflections, and Symmetry |
This is the transcript for the video of same title. Video contents: The Gemini telescope in Hawaii is an example of architecture that moves. All observatories rotate in order to follow objects in the sky. This also provides an opportunity to explore rotations, reflections, and symmetry. |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter A |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter A</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter H |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter H</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter I |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter I</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter M |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter M</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter O |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter O</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter T |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter T</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter U |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter U</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter V |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter V</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter W |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter W</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter X |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter X</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter Y |
<h1>Math Clip Art--Geometry Concepts--Bilateral Symmetry of the Letter Y</h1><p> <h3>Note: The download is a GIF file. <h2>Related Resources</h2> |
Applications of Transformations | |

## VIDEO: Geometry Applications: Transformations, Segment 3: Rotations, Reflections, and Symmetry. |
The Gemini telescope in Hawaii is an example of architecture that moves. All observatories rotate in order to follow objects in the sky. This also provides an opportunity to explore rotations, reflections, and symmetry. |
Applications of Transformations, Definition of Transformations |