Two airlines compete flying on the route between San Diego and San Jose. The total monthly market demand for flights on that route is given by P = 580 – Q. The marginal cost to each airline of running a flight on that route is constant at MC = $292. If the 2 airlines compete against each other in a Cournot duopoly, how many flights will each firm run and what will be the resulting market price? Quantity: flights (each) _________ Price: $_______
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