Part B. Which transformations should be applied to show similarity? a rotation about point R followed by translating poi

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Part B. Which transformations should be applied to show similarity? a rotation about point R followed by translating poi

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Part B Which Transformations Should Be Applied To Show Similarity A Rotation About Point R Followed By Translating Poi 1
Part B Which Transformations Should Be Applied To Show Similarity A Rotation About Point R Followed By Translating Poi 1 (157.49 KiB) Viewed 30 times
Part B. Which transformations should be applied to show similarity? a rotation about point R followed by translating point S to point P reflection about point R followed by translating point S to point Q rotation about point R followed by a dilation using the scale factor © reflection about point P followed by a dilation using the scale factor FR * า Part . Which conclusion can be made from the transformations? Applying the definition of similarity in terms of similarity transformations shows that A PRO~ A TRS , thereby showing that two congruent angles are sufficient to prove similarity of two triangles. AAN 8 R S
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