Need help with the following questions

Question 1: Variable Pricing under Monopoly Variable ticket pricing is widely used in the EPL. There are two upcoming matches for an EPL team, one is a low demand game and the other a high demand game. Suppose for both games, the EPL team can charge a low price of 70, an intermediate price of 80 and a high price of 90. Given the total attendance for both games for the low price would be 60,000; 55,000 for the intermediate price and 50,000 for the high price. Show that if the EPL team practice variable pricing with price set at 70 for the low demand game with attendance of 25,000 and 90 for a high demand game with an attendance of 35,000, revenue would be maximized. Question 2: Monopoly and Perfect Competition in Sports Suppose that the demand curve for tickets to see a football team is given by Q = 100,000 100P and marginal cost (MC) is 0. a) How many tickets would the team be able to sell (ignoring capacity constraints) if it behaved competitively and set P = MC? b) How many tickets would it sell and what price would it charge if it behaved like a monopoly. (Hint: in this case the marginal revenue curve is MR =1000 0.02Q.) Question 3: The Public Finance of Sports: Who Benets and How? a) If the marginal propensity to consume in a municipality is 0.80, what is the value of the simple multiplier? If new stadium that adds 50 million in new consumption expenditures is built, what is the impact on the economy based on this multiplier? b) Suppose the Marginal Propensity to Import is 0.40, what happens to the multiplier and to the impact on the economy? Question 4: The Public Finance of Sports: Who Pays and Why? True or False; explain your answer. "A new playground was not entirely privately funded because the city constructed a parking lot at the playground\" Question 5: Pricing Under Monopoly and Antitrust Most English Premier League fans prefer Saturday afternoon football games to games on all other days of the week. Describe three pricing strategies that a team could use to increase profits based on this difference in demand