Question: Consider again the New York taxi market, where demand is given by
Q = 10 - .5P, each taxi's cost is C = 980 + 3Q, and ACMIN = $10 at 140 trips per week.
a. Suppose that, instead of limiting medallions, the commission charges a license fee to anyone wishing to drive a cab. With an average price of P = $15, what is the maximum fee the commission could charge? How many taxis would serve the market?