To describe the transformation in the diagram accurately, we need to determine the specific rotation applied to the figure and the direction of that rotation.
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90° Clockwise Rotation about the Origin:
- This transformation moves each point of the figure 90 degrees in the clockwise direction around the origin.
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90° Counterclockwise Rotation about the Origin:
- This transformation moves each point of the figure 90 degrees in the counterclockwise direction around the origin.
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180° Counterclockwise Rotation about the Origin:
- A 180° rotation (either clockwise or counterclockwise) flips each point of the figure to the opposite side of the origin.
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270° Counterclockwise Rotation about the Origin:
- This transformation is equivalent to a 90° clockwise rotation, moving each point 270 degrees in the counterclockwise direction around the origin.
Given that there are no diagrams provided in your question, you should look for where each point moves to after the transformation. To identify the correct transformation, match the resulting positions of the points in the diagram to the descriptions above. If you can specify the original and transformed coordinates or visual characteristics, I can help you determine which transformation is appropriate.
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