Without the actual image provided to review, I am unable to describe the transformation specifically. However, I can explain how to determine which transformation is applicable based on the description of the coordinate points before and after the transformation.
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90° Clockwise Rotation about the Origin: If a point (x, y) changes to (y, -x), then a 90° clockwise rotation has occurred.
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180° Counterclockwise Rotation about the Origin: If a point (x, y) changes to (-x, -y), this indicates a 180° rotation.
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90° Counterclockwise Rotation about the Origin: If a point (x, y) changes to (-y, x), then it's a 90° counterclockwise rotation.
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270° Counterclockwise Rotation about the Origin: This is equivalent to a 90° clockwise rotation, where the point (x, y) becomes (y, -x).
To provide a definitive answer, I'd need to assess the coordinates before and after the transformation in the diagram you referenced. If you can describe the coordinates of the points before and after the transformation, I would be able to identify the correct transformation.