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Graph AFGH with vertices F(-2,2), G(-2,-4), and H(-4,-4) and its image after the similarity transformation. Rotation: 180° about the origin Dilation: center (2,-2) and k = 2

Graph AFGH with vertices F(-2,2), G(-2,-4), and H(-4,-4) and its image after the similarity transformation. Rotation: 180° about the origin Dilation: center (2,-2) and k = 2
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Graph AFGH with vertices F(-2,2), G(-2,-4), and H(-4,-4) and its image after the similarity transformation.

Rotation: 180° about the origin
Dilation: center (2,-2) and k = 2

asked
User Saud
by
8.1k points

1 Answer

3 votes

Answer:

i think its 5

Explanation:

im not sure if its 5 or not but im guessing

answered
User Valine
by
8.6k points
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