How can you relate transformations clockwise and counterclockwise?
Different Statement: The fourth statement is different. Answer: A'(- 2, 1), B'(- 4, 2), C'(- 2, 4) Different Answer: A'(2, - 1), B'(4, - 2), C'(2, - 4)
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The first and third statement both describe a 90^(∘) rotation counterclockwise (to the left) so these statements describe the same transformation.
What about the second transformation? This shows a 270^(∘) rotation clockwise. The transformed figure will end up at the same coordinates as if we were to rotate it 90^(∘) counterclockwise.
So the first three statements ends up transforming â–³ ABC to the same coordinates. Let's show the last transformation as well.
Therefore, we can say that fourth statement shows a different transformation.
