You are the manager of the local movie theatre in a small town. Running a movie has a fixed cost of $2,000, but selling an extra ticket (i.e. accommodating an extra viewer) has zero marginal cost. Below are the demand schedules for your two types of customers: Price $ Adults Teens and Seniors 10 50 100 200 7 200 50 300 100 5 350 150 4 400 200 3 400 300 2 400 300 1 400 300 If you are to charge a single price (i.e., if price discrimination is prohibited), what price would you set for a ticket to maximize profit? How much profit do you make? Price = $ Profit = $ If you were allowed to price-discriminate, what price would you charge for an adult ticket? For senior/teen ticket? How much profit do you make? Price for adults = s Price for seniors/teens= $ Profit = $

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