To determine the congruence of the rectangle in Quadrant III to the rectangle in Quadrant I after rotating the first rectangle 90 degrees clockwise about the origin, the next step would be to translate the rotated rectangle.
Translation involves moving the rectangle so that it aligns perfectly with the rectangle in Quadrant I. This typically means adjusting the position of the rotated rectangle horizontally and/or vertically until its corners correspond to the corners of the rectangle in Quadrant I.
If you have the specific coordinates of the rectangles, you can calculate the exact translation vector needed to move the rotated rectangle into the position of the rectangle in Quadrant I.
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