Q. You are the manager of a monopoly which faces a demand curve described by P = 230 - 20Q. Your costs are C = 5 + 30Q. The profit-maximizing price is
Q. Assume the graphs represent the demand for utilize of a local golf course for which there is no significant competition (it has a local monopoly); P denotes the price of a round of golf; Q is the quantity of rounds "sold" every day. If the left graph represents the demand during weekdays also the right graph the weekend demand, this profit-maximizing golf course should: