To prove the circles are similar, which sequence of transformations will map circle A with center (6, -1) and radius 8 to circle M with center (4, -4) and radius 4? Translate <2, 3> then dilate by scale factor of 1/2 Translate <-2, -3> then dilate by scale factor of 1/2 Translate <-2, -3> then dilate by scale factor of 2 Translate <2, 3> then dilate by scale factor of 2
To prove the circles are similar, which sequence of transformations will map circle A with center (6, -1) and radius 8 to circle M with center (4, -4) and radius 4? Translate <2, 3> then dilate by scale factor of 1/2 Translate <-2, -3> then dilate by scale factor of 1/2 Translate <-2, -3> then dilate by scale factor of 2 Translate <2, 3> then dilate by scale factor of 2
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 47E
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![To prove the circles are similar, which sequence of transformations will map circle A
with center (6, -1) and radius 8 to circle M with center (4, -4) and radius 4?
Translate <2, 3> then dilate by scale factor of 1/2
Translate <-2, -3> then dilate by scale factor of 1/2
Translate <-2, -3> then dilate by scale factor of 2
Translate <2, 3> then dilate by scale factor of 2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc9cc781a-4f12-45de-ab3c-0041c041a578%2Fa98960fb-d451-4d99-bc38-ed14668db6fb%2Fb2yreog_processed.jpeg&w=3840&q=75)
Transcribed Image Text:To prove the circles are similar, which sequence of transformations will map circle A
with center (6, -1) and radius 8 to circle M with center (4, -4) and radius 4?
Translate <2, 3> then dilate by scale factor of 1/2
Translate <-2, -3> then dilate by scale factor of 1/2
Translate <-2, -3> then dilate by scale factor of 2
Translate <2, 3> then dilate by scale factor of 2
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