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Tell whether the transformation appears to be an isometry. Explain. Image Preimage Does the transformation appear to be a rigid motion? A. Yes, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OB. No, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OC. Yes, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage. D. No, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage.

Tell whether the transformation appears to be an isometry. Explain. Image Preimage Does the transformation appear to be a rigid motion? A. Yes, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OB. No, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OC. Yes, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage. D. No, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.1: Rectangular Coordinate Systems
Problem 35E
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Tell whether the transformation appears to be an isometry. Explain. Image Preimage Does the transformation appear to be a rigid motion? A. Yes, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OB. No, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OC. Yes, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage. D. No, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage.
Transcribed Image Text:Tell whether the transformation appears to be an isometry. Explain. Image Preimage Does the transformation appear to be a rigid motion? A. Yes, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OB. No, because the angle measures and/or the distances between the vertices are not the same as the corresponding angle measures and/or distances of the preimage. OC. Yes, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage. D. No, because the angle measures and the distances between the vertices are the same as the corresponding angle measures and distances of the preimage.
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