Alex Potter owns the only well in a town that produces clean drinking water. He faces the following demand P=100-Q, and marginal cost MC=20+2Q, marginal revenue MR= 100-2Q curves. In order to maximize profits, Alex should charge a price of $60 at the profit maximizing quantity with a marginal revenue equal to $60. $60 at the profit maximizing quantity with a marginal revenue equal to $80. $80 at the profit maximizing quantity with a marginal revenue equal to $80. $80 at the profit maximizing quantity with a marginal revenue equal to $60.

Alex Potter owns the only well in a town that produces clean drinking water. He faces the following demand P=100-Q, and marginal cost MC=20+2Q, marginal revenue MR= 100-2Q curves. In order to maximize profits, Alex should charge a price of $60 at the profit maximizing quantity with a marginal revenue equal to $60. $60 at the profit maximizing quantity with a marginal revenue equal to $80. $80 at the profit maximizing quantity with a marginal revenue equal to $80. $80 at the profit maximizing quantity with a marginal revenue equal to $60.

Essentials of Economics (MindTap Course List)

8th Edition

ISBN:9781337091992

Author:N. Gregory Mankiw

Publisher:N. Gregory Mankiw

Chapter14: Monopoly

Section: Chapter Questions

Problem 10PA

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Q1 Alex Potter owns the only well in a town that produces clean drinking water. He faces the following demand P=100-Q, and marginal cost MC=20+2Q, marginal revenue MR= 100-2Q curves. In order to maximize profits, Alex should charge a price of $60 at the profit maximizing quantity with a marginal revenue equal to $60. $80 at the profit maximizing quantity with a marginal revenue equal to $60. $80 at the profit maximizing quantity with a marginal revenue equal to $80. $60 at the profit maximizing quantity with a marginal revenue equal to $80.
The graph below shows the daily demand curve for fresh spring water in a remote mountain village in the land of Far Country. The only spring is controlled by the village chief who earns revenue from the sale of water in order to cover the costs of running the village. The villagers bring their own jugs and pay a price per jug as they leave. a. What quantity of jugs would be sold each day in order to maximize his total revenue? Quantity: b. What price would the chief charge? Price: $ c. What is MR at this price and quantity? MR: d. Assuming no marginal costs, what price would the chief charge in order to maximize his total profits? Price: $
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