The following polygons each result from affine transformations. Enter the basic transformations including their matrix representation in homogeneous coordinates. Also determine the overall transformation.

We have to transform the above polygon into a) b) and c) using Matrix transformations like translation, skaling, rotation, mirroring and shearing.

5 4. (4,), (0,2) 2 Co. 123456 (4,0) a) 2 (-6,8) ) (b) 2 (-3,7). -7 3 5 4 T 3 2 5 14 3 (2,5) (3,3) 1 2 1 > -- 100,0) (-3,0) -5 -4 -3 -2 -1 1 2 3 4 (c) - - - 2 (-3,1) (1,1) -4-3 1 584 -2 (9,-3) -4 (1,-3) BRONNENT