Question
monopolist can produce at constant average (and marginal) costs of AC = MC = 5. The firm faces a market demand curve given by Q
monopolist can produce at constant average (and marginal) costs of AC = MC = 5. The firm faces a market demand curve given by Q = 53 - P
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Calculate the profit maximizing price quantity combination for this monopolist.
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Suppose a second firm enters the market. Let be output of firm 1 and the output of firm 2. Market demand now is given by . Assuming firm 2 has the same costs as firm 1, and the two firms operate as a cartel, calculate the profits of firm 1 and firm 2 as functions of and .
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Suppose (after Cournot) each of these two firms chooses its level of output so as to maximize profits on the assumption that the other`s output is fixed. Calculate each firm`s reaction function which expresses the desired output of one firm as a function of the others output.
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On the assumption in part (c), what is the only level for and with which both firms will be satisfied (what, combination satisfies both reaction curves).
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With and at the equilibrium level specified in part (d), what will be the market price, the profits for each firm and the total profits earned?
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