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A rigid motion of the plane is a map of the plane to itself which preserves distances between points. The purpose of this task is to use fixed points as a tool for studying and classifying rigid motions of the plane, i.e., translations, rotations, and reflections. Aligns with G-CO.A.2.
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CCSS:
Adaptable
Concepts
Additional Tags
represent transformations in the plane, cc by-nc-sa 4.0, ccss.math, creative commons attribution-noncommercial-sharealike 4.0, fixed points of rigid motions, g-co.a.2, hsg-co.a.2, illustrative mathematics, illustrative mathematics: g-co fixed points of rigid motions hsg-co.a.2, reflection, rotation, translation, transformational geometry
Classroom Considerations
- Knovation Readability Score: 4 (1 low difficulty, 5 high difficulty)
- The intended use for this resource is Instructional|practice