Need help with these questions. I will rate for sure as I havealways rated before
If T is a I incur transformation from to : and T(e1) = (1.0. -1) and T(e2) = (-1,0,1) where e, and e: arc the columns of the 2 Times 2 identity matrix, what is the standard matrix of the transformation T? Which of the following statements best describe what this transformation does? Please justify your answer. Project points from 2D space into a 3D volume set of vectors that span a 2D plane onto a set of vectors that span a line Both and b Neither a) nor What is the standard matrix of lite linear transformation T: that first rotates points by 180 Degree about the origin and then reflects them through the line x = -y?