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Geometric Transformations are cool
True
Tala and Emma need to build the set for their school play. It will be a replica of a historic building painted onto a backdrop that is 20 feet long and 16 feet high. The actual building is 400 feet long. How tall is the original building?
320 Feet.
Write a rule to describe the transformation
Dilation of 2 about the origin
Find the coordinates of the image after the given transformation.
I'(-2,0) J'(2,2) K'(2,-2)
Find the coordinates of the image after the given transformation.
Z'(-3,0)
Find the coordinates of the image after the given transformation.
S'(-2,-4) T'(-4,2) U'(-2,2) V'(4,4)
Find the coordinates of the image after the given transformation. Rotation of 270 degrees about the origin.
P'(3,0)
Find the coordinates of the image after the given transformation.
G'(3,-1), F'(2,-5), E'(-3,-5), D'(-1,-1)
Find the coordinates of the image after the given transformation.
C'(0,2) D'(-4,3) E'(1,4)
Write a rule to describe the reflection
Reflection across the x-axis
Write a rule to describe the reflection
Reflection across the y-axis
Write a rule to describe the reflection
reflection across y=x
Find the coordinates of the image after the given transformation.
R'(2,0) P'(4,-3), Q'(5,1)
Find the coordinates of the image after the given transformation.
E'(-3,-2)
Find the coordinates of the image after the given transformation.
G'(-5,-1) F'(-1,-1) E'(-1,-4) H'(-2,-4)
Write a rule to describe the translation
(x,y)→(x+6, y-1)
Write a rule to describe the translation
(x,y)→(x,y-2)
Write a rule to describe the translation
(x,y)→(x-3, y+2)
Find the coordinates of the image after the given transformation.
F'(-2,1)
Find the coordinates of the image after the given transformation.
C' (-2,-1) D' (-2,3), E'(1,3), F'(0,-2)
Find the coordinates of the image after the given transformation.
R' (-1,-5) S'(1,0) T' (2,-3)


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