Choose a quadrilateral: rectangle, square, or rhombus. Begin by drawing and labeling your quadrilateral on the graph paper in the first quadrant. Describe the quadrilateral's shape and characteristics as described in the lessons. Rotate the shape 90 degrees. Translate it so that it is in the 3rd quadrant. What are the coordinates of each of the vertices after the 90 degree rotation and the translations? Make sure to label the preimages and image accordingly. From the 3rd quadrant, reflect your shape over a horizontal line. The horizontal line should be in the form of y = #. The reflection should put your shape into the 2nd quadrant. What last reflection does your shape need to complete to end up back in the first quadrant?