Explanation Given: The given figure is, Figure (1) Approach: Two geometric figures are congruent, if and only if, one is an image of the other under a single isometric or composition of isometries. Calculation: Given that, Δ S E R is the image of Δ H O R . Let, Δ H ′ O ′ R ′ be the image of Δ H O R under a half-turn with the center R

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ISBN: 9780135184103

Author: BOSCHMANS

Publisher: VST

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Chapter 14.CR, Problem 8CR

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Under a succession of isometries with a dilation ΔSER is the image of ΔHOR.

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Under a succession of isometries with a dilation Δ S E R is the image of Δ H O R .

Solution Summary: The author explains that Delta SER is the image of

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Under a succession of isometries with a dilation ΔSER is the image of ΔHOR.

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Chapter 14 Solutions

Under a succession of isometries with a dilation Δ S E R is the image of Δ H O R .

Solution Summary: The author explains that Delta SER is the image of

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To show: Under a succession of isometries with a dilation ΔSER is the image of ΔHOR.

Want to see the full answer?

Chapter 14 Solutions

To show:

Under a succession of isometries with a dilation ΔSER is the image of ΔHOR.