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Consider two goods “Good 1” and “Good 2”. Assume the marginal cost of producing the goods...

Consider two goods “Good 1” and “Good 2”. Assume the marginal cost of producing the goods is zero and that each customer will purchase each good as long as the price is less than or equal to value. Customer values are: Customer A Customer B Good 1 $2,300 $2,800 Good 2 $1,700 $1,200 Suppose a monopolist only sold the goods separately. What price will the monopolist charge for good 1 to maximize revenues for good 1? What is the total profit to the profit-maximizing monopolist from selling the goods separately? What is a better pricing strategy for the monopolist? (mainly interested in this last question) What is the resulting profit?

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Answer #1

Ans. 1. A. $2300 - The is the price the monopolist would charge for good 1 to maximize Revenues for Good 1.

2. $7000 - This is the total profit to the maximising monopolist from selling the goods separately.

3. B. Bundle the good at $4000 ; Profits = $8000 - This is the better pricing strategy for the monopolist.

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