The following graph will be used in the remaining questions or the quiz. 900- 600-+ 300- 20 A certain rail company's annual passenger revenue in millions of dollars is modeled approximately by the absolute value function given below. R(x) = -60|x - 11|+960 The function models the annual passenger revenue, R, in million dollar increments as a function of x, the number of years from 1980. Match the following features of the graph to their corresponding meanings. - |Meaning of the cusp A. (-inf,+inf) - Meaning of R-intercept B. Revenue, in millions of dollars. - Title of x-axis C. [-5,27] Title of R-axis D. The year corresponding to having no annual passenger revenue - Title of Graph E. The number of annual passengers - |Mathematical Domain F. The annual passenger revenue is at a maximum in year 1991 - Practical Domain G. Time, in years since 1980 H. [0,+inf) 1. [0,27] J. The annual passenger revenue of the rail company in 1980 K. The Annual Passenger Revenue of a Rail Company since 1980 QUESTION 9 L. The time it takes for the revenue to reach a maximum The graph from the previous question is reproduced below. QUESTION 8 Click on the year at which the annual passenger revenue is zero if the trend of the graph continues The graph from the previous question is reproduced below. Click on the location (coordinates) where the annual passenger revenue is at a maximum. 900- 900- 600- 600- 300- 300- 10 20 30 10 20 30 Selected Coordinates Clear elected Coordinates Clear QUESTION 9