0 -1 0 2 Consider the homogeneous transformation matrix M a. What sequence of geometric transformation operations does this matrix perform? Please be specific and detailed in your answer. Hint: try to decompose M into the product of two matrices that each carries out a basic linear transformation operation common to computer graphics. If you get stuck, consider the triangle formed by the points (2, 0), (0, 1), (0, 0) and look at how that triangle is transformed by M. b. What sequence of geometric transformation operations could undo the effects of M? c. Based on your answer above, determine M