Question
Rotate the point (-4,-6) on a geometric figure 90° counterclockwise. What is the new point? (6,4), (-6,-4), (6,-4), (-6,4)
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Answered by
GPT 3.5
To rotate a point 90° counterclockwise, we can swap the coordinates and negate the new x-coordinate.
The original point is (-4,-6). Swapping the coordinates gives us (6,-4), and negating the new x-coordinate gives us (-6,-4).
Therefore, the new point after rotating 90° counterclockwise is (-6,-4).
The original point is (-4,-6). Swapping the coordinates gives us (6,-4), and negating the new x-coordinate gives us (-6,-4).
Therefore, the new point after rotating 90° counterclockwise is (-6,-4).
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