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A monopolist with a production cost C I (C + 6Q (where t is the perunit tax rate the government imposes on the monopolist and

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A monopolist with a production cost C I (C + 6Q (where t is the perunit tax rate the government imposes on the monopolist and C is a positive constant} operates E in a market described by the inverse demand function P = Q , where E is a constant. Calculate the optimal quantity. Calculate the maximum profit this monopolist can obtain and all its derivatives

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