1. You are given you two equations and two graphs, which you must match to the appropriate columns. a. Equation: Which equation fits this model, and why? b. Graph: Which graph fits the selected equation and why? Equations d = 0.2t2 - 0.6t + 0.95 d = -5t2 + 20t Graphs (2, 20) Distance (meters) Distance (metres) (15,05) Time (seconds) Time (seconds) Models Model A: The holder places the football Model B: A cart is held at the bottom of on the ground and holds it for the place a ramp. It is given a push so that is rolls kicker. The ball is kicked up in the air part of the way up the ramp, slows, and lands down field. stops and then rolls back down the ramp. A motion detector is placed at the top of the ramp which measures the distance from the detector to the cart.2. Answer the questions in each column for the respective model. Model A a. What is the height of the football at 0 seconds? b. What is the maximum height of the football? c. What is the height of the football after 3 seconds? d. When is the football above 15 metres? Model B . How far is the cart from the detector at the start? . When is the cart closest to the detector? . How far is the cart from the detector at 1 second? . How far does the cart travel before it stops and starts going back down the ramp