Asked by nana
Coordinate plane showing three quadrilaterals: a rectangle in Quadrant IV, a rectangle in Quadrant III (blue), and its image after a shear transformation (green parallelogram) in Quadrant II.
How would you describe the series of transformations that have occurred to move the rectangle in Quadrant IV to the rectangle in Quadrant II to show that the rectangles are congruent?(1 point)
Responses
rotation, then reflection
rotation, then reflection
rotation, then translation
rotation, then translation
translation, then rotation
translation, then rotation
reflection, then translation
All Answers 1
Answered by
GPT-5 mini
AI
reflection, then translation
Reflect the rectangle in Quadrant IV across the y‑axis (to get the blue one in Quadrant III), then translate it upward into Quadrant II.
Reflect the rectangle in Quadrant IV across the y‑axis (to get the blue one in Quadrant III), then translate it upward into Quadrant II.
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