2 Consider polygon ABCD with coordnates A(8, 12), B(10, 4), C(4,4), D(2, B). Part A: What are the coordinates of A"B"CD" if we reflect it over the ine y = 2. then dilate by a scale tactor of centered at the origin? A(B, 12) - A'( )- A"(. B(10,4) - B'( ) B"( C(4,4) - C( )+ C"(.

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
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Part B: If polygon A"B"C"D" is now reflected back over the line y= 2. what
are the coordinates of the new polygon A"B"c"D? Justify your
Section 4- Topic 5
Compositions of Transformations of Polygons - Part 2
answer.
. Consider the polygon GEOM with coordinate G(0, -2). E(-1,2). O(-5,1).
M(-5.-6). If we rotate GEOM 90° clockwise about the origin, then reflect
over the y-axis, what are the coordinates of G"E"O"M"?
G(0,. -2) - G'(-2 o)- G"( 0)
E(-1,2) - E(2 1- E"(-?,)
3. The polygon below is rotated 270° counterclockwise about the origin, then
reflected over the x-axis, What transformation will map the polygon back
to its original image?
0(-5,1) - o'( 5,-0"(-L S,
M(-5, -6) - M'(-6.5)- M" S)
2 Consider polygon ABCD with coordinates A(8, 12), B(100, 4), C(4,4), D(2, 8).
Part A: What are the coordinates of A"B"CD" if we reflect it over the line
y = 2. then dilate by a scale tactor of centered at the origin?
A(B, 12) - A'( )- A"(
B(10,4) - B'(.
)- B"(
C(4, 4) - C( _)+ C"(.
D(2,8) - D'(
) D"(
Transcribed Image Text:Part B: If polygon A"B"C"D" is now reflected back over the line y= 2. what are the coordinates of the new polygon A"B"c"D? Justify your Section 4- Topic 5 Compositions of Transformations of Polygons - Part 2 answer. . Consider the polygon GEOM with coordinate G(0, -2). E(-1,2). O(-5,1). M(-5.-6). If we rotate GEOM 90° clockwise about the origin, then reflect over the y-axis, what are the coordinates of G"E"O"M"? G(0,. -2) - G'(-2 o)- G"( 0) E(-1,2) - E(2 1- E"(-?,) 3. The polygon below is rotated 270° counterclockwise about the origin, then reflected over the x-axis, What transformation will map the polygon back to its original image? 0(-5,1) - o'( 5,-0"(-L S, M(-5, -6) - M'(-6.5)- M" S) 2 Consider polygon ABCD with coordinates A(8, 12), B(100, 4), C(4,4), D(2, 8). Part A: What are the coordinates of A"B"CD" if we reflect it over the line y = 2. then dilate by a scale tactor of centered at the origin? A(B, 12) - A'( )- A"( B(10,4) - B'(. )- B"( C(4, 4) - C( _)+ C"(. D(2,8) - D'( ) D"(
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