Move these pieces to the Rotation Practice Names TYPE HERE correct location on the coordinate plane to the left. In your own words, describe a rotation. What happens when a rotation Is completed? Does the pre-mage change size? Are the figures congruent? TYPE HERE C. A Complete the table. Look at the moveable pieces to the right. Place them on the graph in the correct location. Pre- q0% Clockwise 90* Counter BO Rotation Image Clockwise (x y)= (y -x) (x. y) = (-y x) (x y) . (x -y) C" A (2. 4) A' TYPE HERE A" TYPE HERE TYPE HERE B (7. 4) B' TYPE HERE B TYPE HERE TYPE HERE C (2 2) C' TYPE HERE TYPE HERE C TYPE HERE DO.2) D' TYPE HERE. D' TYPE HERE D. TYPE HERE. Describe what would happen if the pre-image was rotated 270 clockwise. TYPE HERE. If a figure was rotated 120" clockwise, your friend says it would be the same to rotate a figure 260 counter-clockwise. Is she correct? Explain. TYPE HERE. Was the figure Was the pre-Image Was the Figure rotated 180*? Explain. rotated 20 clockwise? rotated 90% counter Explain clockwise? Explain. TYPE HERE TYPE HERE. TYPE HERE.Complete the tables below Place the moveable pieces on the coordinate planes in the correct locations. Move these pieces to the correct location on the coordinate planes to the left. B. (x, y) (x y) (y. *) (x y) = (y.x) (x y) (x, y) . (-x, -y) (x. y) Your Choice 90 Clockwise q0% Counter Rotation Pick a Rotation A Clockwise -8. q TYPE HERE -5. 0 TYPE HERE. 3. -10 TYPE HERE. -2. q TYPE HERE. 4.7 TYPE HERE -25. -25 TYPE HERE. 3. -3 TYPE HERE B -2. 5 TYPE HERE. 4.1 TYPE HERE 5. 5 TYPE HERE 7. -3 TYPE HERE A' 8. 5 TYPE HERE TYPE HERE. -7.5. -25 TYPE HERE 7. -10 TYPE HERE D' Describe two examples of real world rotations in your life. B' TYPE HERE. B' B A shape has rotational symmetry when it looks the same after being rotated less than one full turn. Provide two examples of figures with rotational symmetry TYPE HERE