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A certain town in the Midwest obtains all of its electricity from one company, Northstar Electric. Although the company is a monopoly, it is owned by the citizens of the town, all of whom split the profits equally at the end of each year. The CEO of the company claims that because all of the profits will be given back to the citizens, it makes economic sense to charge a monopoly price for electricity. True or false? Explain.

Short Answer

Expert verified
False. Charging monopoly prices in this scenario doesn't necessarily make economic sense as it could lead to disparity among citizens depending on their usage of electricity.

Step by step solution

01

Understanding the situation

In this situation, Northstar Electric is a monopoly, owned by the residents of a particular town. At the end of the year, they distribute the profits equally among the citizens. The CEO opines that charging monopoly prices is economically beneficial since the proceeds are shared among the inhabitants.
02

Dictate the definition of a Monopoly

According to economics, a monopoly occurs when a company is the only supplier of a specific product or service in the market. The company can then dictate its prices, known as monopoly pricing, which is typically higher than if there were competition.
03

Evaluating the CEO’s claim

The CEO's argument is that since the profit returns to the citizens, the higher costs won't impact them. But what the CEO ignores is the fact that not all citizens consume the same amount of electricity. Some might use less, some more. The ones using less will pay more relative to their usage and receive the same share of profit, therefore effectively losing money. On the contrary, the ones who use more will benefit disproportionately. This creates a form of inequality amongst the citizens.
04

Conclusion

Consequently, it does not necessarily make economic sense to charge monopoly prices in this situation. An adjustment in prices to reflect the actual consumption would likely be more economically reasonable and fair to all citizens, maximizing social welfare.

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Most popular questions from this chapter

Michelle's Monopoly Mutant Turtles (MMMT) has the exclusive right to sell Mutant Turtle t-shirts in the United States. The demand for these t-shirts is \(Q=10,000 / P^{2} .\) The firm's short-run cost is \(\mathrm{SRTC}=\) \(2000+5 Q,\) and its long-run cost is \(\mathrm{LRTC}=6 Q\) a. What price should MMMT charge to maximize profit in the short run? What quantity does it sell, and how much profit does it make? Would it be better off shutting down in the short run? b. What price should MMMT charge in the long run? What quantity does it sell and how much profit does it make? Would it be better off shutting down in the long run? c. Can we expect MMMT to have lower marginal cost in the short run than in the long run? Explain why.

A monopolist faces the demand curve \(P=11-Q\) where \(P\) is measured in dollars per unit and \(Q\) in thousands of units. The monopolist has a constant average \(\operatorname{cost}\) of \(\$ 6\) per unit. a. Draw the average and marginal revenue curves and the average and marginal cost curves. What are the monopolist's profit-maximizing price and quantity? What is the resulting profit? Calculate the firm's degree of monopoly power using the Lerner index b. A government regulatory agency sets a price ceiling of \(\$ 7\) per unit. What quantity will be produced, and what will the firm's profit be? What happens to the degree of monopoly power? c. What price ceiling yields the largest level of output? What is that level of output? What is the firm's degree of monopoly power at this price?

Will an increase in the demand for a monopolist's product always result in a higher price? Explain. Will an increase in the supply facing a monopsonist buyer always result in a lower price? Explain.

There are 10 households in Lake Wobegon, Minnesota, each with a demand for electricity of \(Q=50-P\). Lake Wobegon Electric's (LWE) cost of producing electricity is \(\mathrm{TC}=500+\mathrm{Q}\) a. If the regulators of LWE want to make sure that there is no deadweight loss in this market, what price will they force LWE to charge? What will output be in that case? Calculate consumer surplus and LWE's profit with that price. b. If regulators want to ensure that LWE doesn't lose money, what is the lowest price they can impose? Calculate output, consumer surplus, and profit. Is there any deadweight loss? c. Kristina knows that deadweight loss is something that this small town can do without. She suggests that each household be required to pay a fixed amount just to receive any electricity at all, and then a per-unit charge for electricity. Then LWE can break even while charging the price calculated in part (a). What fixed amount would each household have to pay for Kristina's plan to work? Why can you be sure that no household will choose instead to refuse the payment and go without electricity?

The employment of teaching assistants (TAs) by major universities can be characterized as a monopsony. Suppose the demand for TAs is \(W=30,000-125 n\) where \(W\) is the wage (as an annual salary) and \(n\) is the number of TAs hired. The supply of TAs is given by \(W\) \(=1000+75 n\) a. If the university takes advantage of its monopsonist position, how many TAs will it hire? What wage will it pay? b. If, instead, the university faced an infinite supply of TAs at the annual wage level of \(\$ 10,000,\) how many TAs would it hire?

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