1. Suppose Mr Mokrytskiy decides to participate in a basketball game exactly 8 days from today. To prepare for the game, he begins practicing and discovers that the number of points he is able to score in a game, P, depends on the total number of hours he spends practicing during the eight days, n, and can be modelled by the equation P(n) = -9(0.9)" + 10. a) How many points is Mr Mokrytskiy able to score if he does not practice at all? Justify your answer. b) Will Mr Mokrytskiy improve or get worse at scoring points if he practices? Explain how you know. c) By what percentage does Mr Mokrytskiy's scoring ability change after each hour of practice? d) After how many hours of practice will Mr Mokrytskiy be able to score 4 points? e) Suggest reasonable domain and range in the context of this application. Explain your choice of values