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Profit-maximizing price and quantity change

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Monopolist finds that a demand for service depends on person's age. Demand function of someone of age y is q(y) = A(y)-p, where A(y) is an increasing function of y. If consumers cannot resell the service & monopolist knows the age of its consumers what kind of discrimination will monopolist use? The monopolist has a constant marginal cost. How do the profit-maximizing price and quantity change with ages of consumers?

Reference no: EM132066284

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