Suppose there are 1,000 potential customers spread evenly along a 10 kilometre straight road and each potential customer will buy one pizza per day from a monopolist provided that the price plus any disutility cost does not exceed $10, where disutility cost of travel is $1 for every kilometre. Each pizza costs $6 to make and there is a $70 overhead cost per day to operate the shop. What is the maximum profit per day?
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Suppose there are 1,000 potential customers spread evenly along a 10 kilometre straight road and each potential customer will buy one pizza per day from a monopolist provided that the price plus any disutility cost does not exceed $10, where disutility cost of travel is $1 for every kilometre. Each pizza costs $6 to make and there is a $70 overhead cost per day to operate the shop. What is the maximum profit per day?
a.
$1,130
b.
$530
c.
$930
d.
$730
Clear my choice
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- A gas station sells gas for... A gas station sells gas for capacity of a gas station is 700 liters per day, that is it can store any quantity of gasoline up to this capacity. A gas station cannot sell more gasoline per day than it currently stores. Suppose the demand for gasoline is uniformly distributed between 0 and 1500. Profit of a gas station is given by its revenue from selling gasoline minus the cost of buying it from a wholesaler. Provide a numerical answer to each question. ipertiterandbussitusingthewholesalepricco p0.5 per liter. A storage 2) Given the current storage capacity, find the quantity of gasoline the gas station must store in order to maximize its expected daily profit.In this problem, the inverse demand function is 100 – Q, and marginal cost is 90 – Q/2. A monopolist dominates this Internet industry. The government orders the firm to produce at the point where the price equals marginal cost. (a) Why might the government think that this level of output would increase economic efficiency? (b) Now calculate the output level at which price equals average cost, and calculate profit. Why might the monopolist prefer this output level to the one in which price equals marginal cost? (c) How can the government induce the monopoly to produce, for years to come, at the point where price equals marginal cost?A6 In Changlun, Kedah, there are two bakers, Abu and Bakar. Their bread taste the same and nobody can tell the difference. Abu has constant marginal costs of RM1 per loaf of bread. Bakar has constant marginal costs of RM2 per loaf. Fixed costs are zero for both of them. The inverse demand function for bread in Changlun is p(q) = 6 – 0.01(qA + qB), where q is the total number of loaves sold per day. Find the reaction function for Abu and Bakar. What is the Cournot Nash equilibrium number of loaves of bread for each baker?