In 2000, Catalina Island had a more-or-less free market in boat services. Any adult citizen could provide boat services as long as the drivers and the boats satisfy certain safety standards. Suppose that the marginal cost per trip of a boat ride is constant, where MC = $14 (the boats are fully depreciated and there are no fixed costs), and that each boat can operate 10 trips per day. 12 passengers can board a boat.
If the demand function for boat rides was Qd = 1000 – 20P, where demand is measured in rides per day. Assume that the industry is perfectly competitive.
In 2000, Catalina Island had a more-or-less free market in boat services. Any adult citizen could...
ExERCISE 3 In 1980, New York City had a more-or-less free market of taxi services. Any firm could provide a taxi service, as long as the drivers and cars satisfied certain safety standards Suppose the constant marginal cost per trip of a taxi ride is $5, and the average taxi has a capacity of 20 trips per day. Let the demand function for taxi rides be given by D(p) 1,200-20p, where demand is measured in rides per day, and price...
could someon please explain how they got g h and i i need the answer to 24.4 cW)=c Me=ry 14 (0) Consider a competitive industry with a large number of firms, U of which have identical cost functions (cy) = y2 + 1 for y> 0 and (0) = 0. Suppose that initially the demand curve for this industry is ven by DP) = 52 - p. (The output of a firm does not have to be an nteger number,...