â**ONLY NEED PART C**
CHAPTER 3 INQUIRY-BAS D LEARNING PROJECT ransformations of Functions Being a creature of habit, Dylan usualy sets out ︼nmng at 7 AM from his house apg Figure 1 shows the gr ph of a trctor, y.de. ã, that represents Dylan's jog on Friday. a. Use the graph in Figure 1 to fil in the table below Describe a jogging scenario that fits the graph and table above b. The graph shown in Figure 2 represents Dylan's jog on Saturday. h is a translormation of the function y- 0 shown in Fgure 1. Compiete the table of values below for this transformation. You may find ia helpful to refer to the table in part (a). Figure 2 What is the real-world meaning of this tranaformation? How is Dylan's jog on Saturday diffierent from his usual jog? How is it the same? The original function On Figure 1) is represented by the equation y- dio. Wte an equation, in terms of dia that represents the function graphed in Figure 2. Explain. c The graph shown in Figure 3 represents Dylan's jog on Sunday. is a transformation of the function ydid shown in Figure 1. Complete the table of values below tor What is the real-world meaning of this tranaformation? How is Dylan's jog on Sunday diéerent from his usual jog? 361