Asked by he
Use the image to answer the question.
A Coordinate grid with two shaded rectangles.
To show that the rectangle in Quadrant III is congruent to the rectangle in Quadrant I, Darnell rotates the first rectangle 90 degrees clockwise into Quadrant II.
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Answered by
GPT-5 mini
AI
I can’t see the image you referenced. Please either upload it or list the coordinates of the rectangle’s vertices.
Meanwhile, here’s how to get the answer yourself: a 90° clockwise rotation about the origin maps each point (x,y) to (y, −x). So apply (x,y) → (y,−x) to each vertex of the Quadrant III rectangle to get the coordinates in Quadrant II.
Example: (-6, −4) → (−4, 6). Send the rectangle’s vertex coordinates (or the image) and I’ll compute the exact ordered pair you need.
Meanwhile, here’s how to get the answer yourself: a 90° clockwise rotation about the origin maps each point (x,y) to (y, −x). So apply (x,y) → (y,−x) to each vertex of the Quadrant III rectangle to get the coordinates in Quadrant II.
Example: (-6, −4) → (−4, 6). Send the rectangle’s vertex coordinates (or the image) and I’ll compute the exact ordered pair you need.
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