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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 a monopoly price does not make economic sense because it can lead to inefficiency and a potential reduction in overall welfare, despite the profits being distributed among the citizens.

Step by step solution

01

- Understanding Monopoly Pricing

In a monopoly, a single company controls the entire supply for a product or service. This control allows the company to set the price higher than it would be in a competitive market. This is known as monopoly pricing.
02

- Evaluating the CEO's claim

The CEO claims it is economical to charge a monopoly price because all profits will be equally distributed among the citizens. The logic behind this argument is that any additional earnings from the inflated prices would be returned to the customers as owners. However, this assumes that all consumers and owners are the same, which may not be the case.
03

- Understanding Economic efficiency

In economic sense, the best outcome is when the price equals the marginal cost, because this leads to allocative efficiency - resources are allocated in a way that maximizes the net benefit to society. When a company charges a monopoly price, it generally prices above the marginal cost, which creates a deadweight loss to society. This results in inefficient outcomes.
04

- Conclusion

Even though citizens receive the profits, the high monopoly price may reduce the overall welfare of the citizens as consumers, especially those who consume a large amount of electricity. Therefore, it does not make complete economic sense to charge a monopoly price.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Allocative Efficiency
Allocative efficiency occurs when resources are distributed in a manner that maximizes the net benefit to society. With allocative efficiency, goods and services are produced at the right quantities to match consumer preferences and willingness to pay. The ideal situation is when the price of a product equals its marginal cost – that is, the cost of producing one additional unit. This equilibrium ensures that the value consumers place on a product is exactly what it costs to produce it.

In the case of Northstar Electric, the monopoly pricing strategy may divert from allocative efficiency, since the company is likely to set prices higher than the marginal costs. This results in a misallocation of resources, as the quantity of electricity demanded at the monopoly price is lower than the efficient quantity – where price would equal marginal cost. Thus, the town's citizens may not receive the amount of electricity that would be socially optimal.
Marginal Cost
Marginal cost represents the expense of producing one additional unit of a good or service. In a competitive market, the forces of supply and demand typically push the price down to where it aligns with the marginal cost. This alignment is crucial for achieving economic efficiency. However, monopolies like Northstar Electric have the power to set prices above the marginal cost, as they face little to no competition.

Because monopolists can price their goods or services above this level, the quantity sold is less than what would be sold in a competitive market, where prices are equal to marginal costs. When marginal costs are not the benchmark for pricing, it indicates that the market structure is preventing the efficient allocation of resources, potentially leading to underproduction and associated inefficiency.
Deadweight Loss
Deadweight loss refers to the loss of economic efficiency that occurs when the equilibrium for a good or service is not achieved. This can happen through price and quantity distortions, like those caused by monopoly pricing. A monopoly sets a higher price and reduces the quantity sold, compared to a competitive market. The result is that some consumers who value the product more than its marginal cost do not purchase it due to the inflated price.

In the scenario provided, the monopoly's higher pricing means that less electricity is used than would be in a competitive market. The area between the demand curve and the supply curve (marginal cost) at the quantity sold represents the deadweight loss. This loss is a cost to society, as resources are not being used to their full potential, and some consumers are denied access to electricity at a price they would have been willing to pay.
Economic Efficiency
Economic efficiency is achieved when goods and services are distributed in a way that maximizes total surplus, which includes both consumer surplus and producer surplus. For economic efficiency to prevail, it requires both productive efficiency (goods being produced at the lowest possible cost) and allocative efficiency. In economically efficient markets, every product's price reflects its marginal cost and marginal benefit to consumers.

Applying this to Northstar Electric, despite the fact that profits are returned to the citizens, the monopoly pricing strategy may lead to a reduction in consumer surplus larger than the increase in producer surplus (monopoly profits). The imbalance caused by setting prices higher than marginal costs means that while the citizens gain as shareholders, they lose as consumers, particularly those with higher consumption rates. Thus, the operation under monopoly pricing fails to achieve true economic efficiency, as the potential benefits of distributing electricity at a lower, more competitive price are forfeited.

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Most popular questions from this chapter

A drug company has a monopoly on a new patented medicine. The product can be made in either of two plants. The costs of production for the two plants are \(\mathrm{MC}_{1}=20+2 Q_{1}\) and \(\mathrm{MC}_{2}=10+5 Q_{2}\). The firm's esti- mate of demand for the product is \(P=20-3\left(Q_{1}+Q_{2}\right)\) How much should the firm plan to produce in each plant? At what price should it plan to sell the product?

Dayna's Doorstops, Inc. (DD) is a monopolist in the doorstop industry. Its cost is \(C=100-5 Q+Q^{2}\), and demand is \(P=55-2 Q\) a. What price should DD set to maximize profit? What output does the firm produce? How much profit and consumer surplus does DD generate? b. What would output be if DD acted like a perfect competitor and set \(\mathrm{MC}=P ?\) What profit and consumer surplus would then be generated?c. What is the deadweight loss from monopoly power in part (a)? d. Suppose the government, concerned about the high price of doorstops, sets a maximum price at \(\$ 27 .\) How does this affect price, quantity, consumer surplus, and DD's profit? What is the resulting deadweight loss? e. Now suppose the government sets the maximum price at \(\$ 23 .\) How does this decision affect price, quantity, consumer surplus, DD's profit, and deadweight loss? f. Finally, consider a maximum price of \(\$ 12\). What will this do to quantity, consumer surplus, profit, and deadweight loss?

Caterpillar Tractor, one of the largest producers of farm machinery in the world, has hired you to advise it on pricing policy. One of the things the company would like to know is how much a 5-percent increase in price is likely to reduce sales. What would you need to know to help the company with this problem? Explain why these facts are important.

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 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 firm faces the following average revenue (demand) curve: $$P=120-0.02 Q$$ where \(Q\) is weekly production and \(P\) is price, measured in cents per unit. The firm's cost function is given by \(C=60 Q+25,000 .\) Assume that the firm maximizes profits. a. What is the level of production, price, and total profit per week? b. If the government decides to levy a tax of 14 cents per unit on this product, what will be the new level of production, price, and profit?

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