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Triangle ABC can be taken to triangle A'B'C' using rigid motions and a dilation. The scale factor from the smaller triangle to the larger triangle is 'k' B' Which equation is true? AB /k = A'C' AB /k = A'B' AB *k = A'B' AR * k = A'C' O 0O C

Triangle ABC can be taken to triangle A'B'C' using rigid motions and a dilation. The scale factor from the smaller triangle to the larger triangle is 'k' B' Which equation is true? AB /k = A'C' AB /k = A'B' AB *k = A'B' AR * k = A'C' O 0O C

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Triangle ABC can be taken to triangle A'B'C' using rigid motions and a dilation. The scale factor from the smaller triangle to the larger triangle is 'k'. **Diagram Explanation:** The image shows two triangles. Triangle ABC is smaller and positioned horizontally, with points labeled A, B, and C. Triangle A'B'C' is larger and rotated, with corresponding points labeled A', B', and C'. **Which equation is true?** - ○ AB / k = A'C' - ○ AB / k = A'B' - ○ AB * k = A'B' - ○ AB * k = A'C'
Transcribed Image Text:Triangle ABC can be taken to triangle A'B'C' using rigid motions and a dilation. The scale factor from the smaller triangle to the larger triangle is 'k'. **Diagram Explanation:** The image shows two triangles. Triangle ABC is smaller and positioned horizontally, with points labeled A, B, and C. Triangle A'B'C' is larger and rotated, with corresponding points labeled A', B', and C'. **Which equation is true?** - ○ AB / k = A'C' - ○ AB / k = A'B' - ○ AB * k = A'B' - ○ AB * k = A'C'
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