A monopolist sells in two markets.The demand curve for her product is given by p₁ = 165 - 3x₁ in the first market and p₂ = 233 - 4x₂ in the second market, where x_i is the quantity sold in market i and p_i is the price charged in market i.She has a constant marginal cost of production, c = 9, and no fixed costs.She can charge different prices in the two markets.What is the profit-maximizing combination of quantities for this monopolist? A)x₁ = 26 and x₂ = 28. B)x₁ = 54 and x₂ = 26. C)x₁ = 36 and x₂ = 26. D)x₁ =52 and x₂ = 30. E)x₁ = 46 and x₂ = 38.

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The Answer of A monopolist sells in two markets.The demand curve for her product is given by p₁ = 165 - 3x₁ in the first market and p₂ = 233 - 4x₂ in the second market, where x_i is the quantity sold in market i and p_i is the price charged in market i.She has a constant marginal cost of production, c = 9, and no fixed costs.She can charge different prices in the two markets.What is the profit-maximizing combination of quantities for this monopolist? A)x₁ = 26 and x₂ = 28. B)x₁ = 54 and x₂ = 26. C)x₁ = 36 and x₂ = 26. D)x₁ =52 and x₂ = 30. E)x₁ = 46 and x₂ = 38.

A Monopolist Sells in Two Markets