Composition #2
This composition of transformations shows the pre-image at the top of the screen, an irregular pentagon. That pre-image is then reflected across the x-axis. (r y=0) Each point and it's corresponding point are equidistant from the line of reflection, proving that it is a reflection. Then, that image was translated along a vector, and went 3 units to the left (-3) and three units up (3). This would be written as T<-3,3>. So, this composition of transformations would be written T<-3,3> o r y=0