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Suppose a monopoly has a cost curve equal to C = 9600 + 100Q. The firm's demand curve is p = 500 - 4Q. (Round

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Suppose a monopoly has a cost curve equal to C = 9600 + 100Q. The firm's demand curve is p = 500 - 4Q. (Round all numeric responses to two decimal places.) What is the monopoly's unregulated profit-maximizing quantity? What is the unregulated profit-maximizing price? $ What is the monopoly's profit? $ What would be the deadweight loss? $

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