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10. Which series of transformation will return the rectangle to its original position? Select the three correct answers. A. A reflection along one diagonal followed by a reflection along another diagonal. B. A 90° clockwise rotation about one vertex followed by a reflection along on of the short sides. C. A 90° clockwise rotation about the intersection of the diagonals followed by a second 90° clockwise rotation about the intersection of the diagonals. D. A reflection along one of the long sides followed by a second reflection along that same side. E. A reflection along one of the short sides followed by a 180° rotation about one of the vertices of the previously reflected short side.

10. Which series of transformation will return the rectangle to its original position? Select the three correct answers. A. A reflection along one diagonal followed by a reflection along another diagonal. B. A 90° clockwise rotation about one vertex followed by a reflection along on of the short sides. C. A 90° clockwise rotation about the intersection of the diagonals followed by a second 90° clockwise rotation about the intersection of the diagonals. D. A reflection along one of the long sides followed by a second reflection along that same side. E. A reflection along one of the short sides followed by a 180° rotation about one of the vertices of the previously reflected short side.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 74E
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10. Which series of transformation will return the rectangle to its original position? Select the three correct answers. A. A reflection along one diagonal followed by a reflection along another diagonal. B. A 90° clockwise rotation about one vertex followed by a reflection along on of the short sides. C. A 90° clockwise rotation about the intersection of the diagonals followed by a second 90° clockwise rotation about the intersection of the diagonals. D. A reflection along one of the long sides followed by a second reflection along that same side. E. A reflection along one of the short sides followed by a 180° rotation about one of the vertices of the previously reflected short side.
Transcribed Image Text:10. Which series of transformation will return the rectangle to its original position? Select the three correct answers. A. A reflection along one diagonal followed by a reflection along another diagonal. B. A 90° clockwise rotation about one vertex followed by a reflection along on of the short sides. C. A 90° clockwise rotation about the intersection of the diagonals followed by a second 90° clockwise rotation about the intersection of the diagonals. D. A reflection along one of the long sides followed by a second reflection along that same side. E. A reflection along one of the short sides followed by a 180° rotation about one of the vertices of the previously reflected short side.
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