Consider the matrix representing a set of planar (2D) geometric transformations in homogeneous coordinates. Which of the following statements about the matrix M is True?

M represents first, a scaling of vector (3,1) followed by shearing of parameters (-1,1)

M represents first, a scaling of vector (2,1) followed by translation of vector (1,1)

M represents first, a translation of vector (1,1) followed by scaling of vector (2,1)

M represents first, a shearing of parameters (-1,1) followed by scaling of vector (3,1)

Consider the matrix representing a set of planar (2D) geometric transf

1.	Consider the matrix representing a set of planar (2D) geometric transformations in homogeneous coordinates. Which of the following statements about the matrix M is True?
A.	M represents first, a scaling of vector (2,1) followed by translation of vector (1,1)
B.	M represents first, a translation of vector (1,1) followed by scaling of vector (2,1)
C.	M represents first, a scaling of vector (3,1) followed by shearing of parameters (-1,1)
D.	M represents first, a shearing of parameters (-1,1) followed by scaling of vector (3,1)
Answer» C. M represents first, a scaling of vector (3,1) followed by shearing of parameters (-1,1)