A 2D transformation has the matrix M shown below in figure 1. M is composed of two (2) basic transformations (i.e. translation, rotation, scaling). M=2 Lo -2 01 0 0 0 1] Figure 1 a) Identify the basic transformations that make up M, and their specific parameters. (2 marks) b) Construct the matrices for the two basic transformations and show that they make up M. (6 marks) c) In 3D space, identify the matrix X that will perform scaling by (a,b,c) with respect to the point (x,y,z). Show all working. (22 marks)