Provide an example of how to draw transformed figures that are translated, reflected, and rotated. For example, if a figure is at (2,1) (–3,4) and (0,0) and it is translated using the rule (x+2, y–1) the new points would be ( , ), ( , ), ( , ). If you use the same figure and reflect it say over other x–axis the new points would be ( , ), ( , )( , ). Rotating that figure 90 degrees clockwise would put the new points at ( , ), ( , ) ( , ).