Question 13 If the point (2, 0) exists on the graph of y = f(x), what are the coordinates of the Not complete image point after the transformation y = f(-2x + 4) is applied to the graph? Marked out of 1.00 Select one: Flag question O a. (-3, 0) b. (-1, 0) O c. (0, 0) O d. (1, 0) Check Question 14 Legend for the following question: Not complete Marked out of VS - vertical stretch 1.00 VR - reflection about the x-axis Flag question VT - vertical translation HS - horizontal stretch HR . reflection about the y-axis HT - horizontal translation The general transformation equation y = af [6(x - h)] +* can be expressed as the mapping: (x, y) - x thay +k Based on the mapping, one can conclude that: Select one: a. Transformations are axis-independent.The transformation sequence [VS - VR - VT - HS - HR - HT] is correct because all vertical transformations are grouped together and all horizontal transformations are grouped together. O b. Stretches and reflections must universally be applied before translations.The transformation sequence [VS - VR - VT - HS - HR - HT] is incorrect because a vertical translation is applied before a horizontal stretch. O c. Stretches and reflections can be applied in either order since the negative sign is included in the a and b parameters. The transformation sequence [VR - VS - VT - HR - HS - HT] is correct. O d. Both A and C are correct. Check Question 15 Legend for the following