transform an image using a composition of rigid transformations.Use this has preimage point A(9,3) point B(4,3 )point C( 4,7)point D (6,5) point E( 9,8. Draw this picture on graph paper in Quadrant I so that there are 5 whole number points on your object you can use to perform the indicated transformations. Once you have drawn the object, write down the coordinates for each of these points on the back of this sheet.You have 5 points that will determine the object's basic shape. These are the points you will use to transform your object You will then perform the following transformations on the five coordinates:1. Rotate 90 counterclockwise about the origin2. Reflect over the line y = x3. Translate the figure horizontally and vertically so that the so that the new image in notoverlapping any other image? Make sure you label your five coordinates appropriately ex) A ? A' ? A'' ? A'''

Preimage: Draw your object. Draw it anywhere in Quadrant I and record your 5 major points below Point A Point B Point C Point D ( 9 . 3 ) ( 4 . 3 ) 1 4 , 7 1 1 6 . 5 1 19 . 8 1 Point E STEP 1: Rotate 90 counter-clockwise about the origin. Point A' Point B' ( x , y ) - ( = 1 , x) Point C' Point D' ( -3 , - 3 ) (-3/, -8) Point E' 1 1 - 7 , - 8 ) | 1 5 , - 6) 1 8 ,-3) STEP 2: Reflect your new image over the line y = x. ( x , y ) - ( 12 , x ) Point A" Point B" Point C" Point D" Point E" ( 3 , 3 ) |( 8 , 3 ) 1 8 , 7 1 1 6 . 5 ) ( 3 , 8) STEP 3: Translate the figure horizontally and vertically so that the new image in not overlapping any other image ( x , y) - (X+4, y_14) Point A""' Point B' Point C" Point D' Point E"" ( 7 , - 1 / )| ( 12 , - 1 ) | 1 12 , 7 ) | 1 10 , -91 17. 61