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Market and Firm Outcomes in Oligopoly

Author: Sophia

what's covered
In this lesson, you will learn how to model an oligopoly market in the short run. You will also examine the adjustment process when the market is disturbed. Specifically, this lesson will cover:

Table of Contents

1. Modeling the Short Run in an Oligopoly Market

Let’s turn our attention to examining how the firm interacts with the market in the short run in an oligopoly market. We will first examine the relationship of the firm to the market, then review the profitability status of the firm in the short run, before examining the long run outcomes.

1a. The Market and the Firm

In an oligopoly market, dominant firms hold a relatively large share of the overall market total, similar to a monopolist, and are price setters with downward-sloping demand curves.

In the diagram below, the left panel represents the market, and the right panel represents an oligopoly firm. Equilibrium in the market occurs where market supply and market demand curves intersect. At the market-determined price, the market clears. There is neither surplus nor shortage of the product. A firm’s short-run supply curve (S) begins on the MC curve at or above where price equals AVC (not shown in graph), which is the shutdown point, and continues upward along the MC curve.

Oligopolists respond to rivals in one of two ways, either by engaging in cooperative behavior or by engaging in non-cooperative behavior. An oligopolist’s demand curve cannot be defined until we know how firms in the market interact with one another. Because all firms profit-maximize at MR = MC, how oligopolists interact affects both the price and quantity of output. In the graph, notice that the profit-maximizing price is lower, and the quantity of output is greater, when the demand curve is relatively elastic compared to when it is relatively inelastic. Price elasticity is a measure of the responsiveness of buyers to a change in the product’s price. When buyers are responsive to a 1% price increase, then quantity demanded falls by more than 1%.

Two graphs are placed beside each other. The first graph on a coordinate plane has an x-axis labeled ‘Quantity, Market’ with a point QE in the center. The y-axis is labeled ‘Price’, with a point PE in the center. A downward-sloping line, labeled ‘Demand’, extends from a point near the upper portion of the y-axis to a point close to the end of the x-axis, representing the demand curve. A second line, labeled ‘Supply’, representing the supply curve, slopes upward from a point close to the origin and intersects the demand curve at one point. Dashed lines extend from the points PE and QE to meet at the intersection points of the supply and demand curves. The second graph is on a coordinate plane, with the horizontal axis labeled ‘Quantity Output, Firm’ and the vertical axis labeled ‘Price’, with two points, both labeled ‘P’ and placed close to each other. The graph contains one curve, four straight lines, and two dashed lines. The curve is labeled ‘MC is equivalent to the Firm’s Supply Curve’. The straight lines are labeled ‘MRinelastid’, ‘Dinelastic’, ‘MRelastic’, and ‘Delastic’ and positioned in the same order from left to right. All the straight lines slope downward from a common point on the upper portion of the y-axis. The line MRinelastic lies below Dinelastic and extends slightly below the x-axis, and the line Dinelastic extends to about the middle of the x-axis. The line MRelastic extends slightly below the x-axis, and the line Delastic extends to the right above the x-axis. The curve MC begins near the origin from a marked point on MRinelastic, opens leftward, rises sharply, and intersects the other three lines. A vertical dashed line rises from a point on the x-axis on the left of MRinelastic and extends upward till the line Dinelastic. Another vertical dashed line starts from a point on the x-axis between Dinelastic and MRelastic, and extends up to the line Delastic by passing through the marked point at which the curve ‘MC is equivalent to Firm’s Supply Curve’ intersects MRelastic. Two horizontal dashed lines start from the lower point P and the upper point P on the y-axis and meet the vertical dashed lines on Dinelastic and Delastic, respectively.
Oligopoly Market and Firm

Cooperative Behavior Among Oligopolists
Suppose that an oligopolist’s demand is relatively inelastic to a price cut. If one oligopolist decides to produce more and cut its price, the other firms in the market will likewise match any price cuts—and therefore, a lower price brings very little increase in quantity sold. Therefore, if oligopolists always match price cuts by other firms in the market, but do not match price increases, then none of the oligopolists will have a strong incentive to change prices, since the potential gains to rival firms are minimal. This strategy can work as a silent form of cooperation, and as a way to discipline the behavior of rival firms. This strategy successfully manages to hold down output, increase the price, and share a monopoly level of profits, even without any legally enforceable agreement.

If oligopolists compete hard, they may end up acting very much like perfect competitors, driving down costs and leading to zero economic profits for all firms in the long run. If oligopolists collude with each other, they may effectively act as a shared monopoly, and succeed in pushing up prices and earning consistently high levels of profit even in the long run.

When oligopoly firms in a particular industry decide what quantity to produce, and what price to charge, they act as if they are a shared monopoly. By acting together, oligopolistic firms can hold down market output by assigning output quotas to members, charging a higher price, and dividing the profit among themselves. When firms act together in this way to reduce output and keep prices high, it is called collusion. A group of firms that have a formal agreement to collude to produce the monopoly output, and sell at the monopoly price is called a cartel. While collusion is illegal in the U.S., it is legal in some other countries.

EXAMPLE

You may be familiar with the oil cartel known as The Organization of the Petroleum Exporting Countries (OPEC). OPEC is composed of thirteen member countries. Each member country has a substantial net export of crude petroleum. OPEC’s mission statement is “to coordinate and unify the petroleum policies of its member countries and ensure the stabilization of oil markets in order to secure an efficient, economic and regular supply of petroleum to consumers, a steady income to producers, and a fair return on capital for those investing in the petroleum industry.” Members signed international agreements to act as a monopoly, hold down output, and keep prices high, so that all the countries can make high profits from oil exports.

The potential to cheat on a formal agreement is strong even when oligopolists recognize that they benefit more from being part of a group acting like a monopoly. If a few oligopolists give in to the temptation to cheat on the agreement, and start producing more than their assigned quota, then the market price will fall. To prevent cheating on formal agreements, violators are often punished. Violators of OPEC’s quota agreements can expect to have reduced quotas in the next round of negotiation.

think about it
Wouldn’t collusion be in the best interests of firms in any market environment? Oligopolies are successful because of the small number of firms involved—in monopolistic or perfect competition there are too many firms involved. They could never all sit down and agree on price and production levels, even though acting as a shared monopoly and earning monopoly profits would benefit them.

In oligopoly markets firms may engage in cooperative behavior to improve market outcomes. The U.S. Department of Justice, however, will bring antitrust action against any firms that engage in explicit collusion and violate fair business practices. As long as firms do not explicitly consult with one another, however, other types of strategic cooperative interactions are permissible. One such strategy is known as price leadership, in which one firm takes the lead in setting a higher price and waits for rivals to follow suit. If no rivals follow, then the firm reverts to the old price.

EXAMPLE

American Airlines, Delta Air Lines, Southwest Airlines, United Airlines control 80% of the market for domestic air travel. These firms have used price leadership quite successfully. Suppose that Delta Air Lines makes a public announcement that the cost of jet fuel has risen significantly, and its intention is to offset some of that cost by raising ticket prices by 25%. A few days later ticket prices rise for all airlines. This is an example of price leadership.

Non-Cooperative Behavior Among Oligopolists
Alternatively, oligopolies can respond to rivals in non-cooperative ways. Economists use game theory to model and analyze oligopolists’ non-cooperative behavior. Game theory is a branch of mathematics that analyzes situations in which players must make decisions and then receive payoffs based on what other players decide to do.

did you know
Have you ever played checkers, chess, Scrabble, or Monopoly? Would it surprise you to know that these games train you to plan ahead and make strategic moves based on what you believe your opponent is likely to decide? This is the essence of game theory.

One famous problem from game theory is the prisoner’s dilemma paradox. The prisoner’s dilemma scenario involves the arrest of two members of the same gang by the authorities. The best solution for both gang members is to collude on a story to offer the police. Collusion would protect both gang members. Unfortunately, each gang member is placed in a different interrogation room before they are allowed to create a story. Each gang member then has two options: confess before his partner confesses to get a more lenient sentence, acting in his own best interest, or gamble that the other gang member will remain silent, and cooperate by being silent as well. If neither gang member confesses, then both walk free from charges. So, what would be the best outcome? The best outcome for both gang members would be if they both agree to not confess. But remember: the two are placed in separate interrogation rooms! In the prisoner’s dilemma, the gains from cooperation are larger than the rewards from pursuing self-interest.

Consider the following example of the prisoner’s dilemma applied to an oligopoly market. An oligopoly market with only two firms is known as a duopoly. Jets Gas and Kash Convenience are rival retail gasoline stations on the opposite sides of Main Street. If Jets Gas and Kash Convenience act together, both receive $1000 in profit. The choices and payoff from different decisions are outlined in the payoff matrix table below. A payoff matrix is a table displaying the strategies of one player listed in rows and those of the other player in columns. Cells display the payoffs earned for choosing different responses. As in the prisoner’s dilemma, gains from cooperating are larger than the rewards from pursuing self-interest. Here we assume it is illegal for Jets Gas and Kash Convenience to collude. What is the best strategy in this game?

Payoff Matrix

Jets Gas
Charge High Price
Jets Gas
Charge Low Price
Kash Convenience
Charge High Price

+$500

+$500

+$250

+$1000

Kash Convenience
Charge Low Price

+$1000

+$250

+$0

+$0


Collusion is the best outcome for both players in this game, because collusion would ensure that both Jets Gas & Kash Convenience earn $500 in profit when they charge the high price. But collusion is illegal!

What is the best strategy for Jets Gas, to charge a high price or charge a low one? Can Jets Gas trust that Kash Convenience will charge the low price if Jets Gas charges a high price? Does Kash Convenience have a dominant strategy? A dominant strategy is the choice that results in the highest payoff for Kash Convenience, regardless of what Jets Gas does.

  • Suppose Kash Convenience chooses the high price, then Jets Gas will either choose the high price (+$500) or the low price (+$250). For Jets Gas, the high price has the largest payoff.
  • Suppose Kash Convenience chooses the low price, then Jets Gas will either choose the high price (+$1000) or the low price (+$0). For Jets Gas, the high price has the largest payoff.
  • Suppose Jets Gas chooses the high price, then Kash Convenience will either choose the high price (+$500) or the low price (+$250). For Kash Convenience, the high price has the largest payoff.
  • Suppose Jets Gas chooses the low price, then Kash Convenience will either choose the high price (+$1000) or the low price (+$0). For Kash Convenience, the high price has the largest payoff.
think about it
What will result in the highest payoff for Kash Convenience, regardless of what the Jets Gas does? What about Jets Gas?

big idea
Oligopolists are large firms with market power. Oligopolists have a strategic interest in their competitors’ pricing, quality, and quantity decisions. Oligopolists may engage in cooperative behaviors that help all competitors earn positive economic profits. Or, an oligopolist may engage in uncooperative behaviors.

terms to know
Price Elasticity
A measure of the responsiveness of a change in the quantity of the product to a change in the product’s price.
Explicit Collusion
Official agreement to collude together.
Cartel
A group of firms that collude to produce the monopoly output and sell at the monopoly price.
Price Leadership
One firm sets the price of products in its industry and other firms all follow the leader.
Game Theory
A branch of mathematics used to analyze situations in which players must make decisions and receive payoffs based on the decisions of other players.
Prisoner’s Dilemma
A game in which the gains from cooperation are larger than the rewards from pursuing self-interest.
Duopoly
An oligopoly with only two firms.
Payoff Matrix
A table displaying strategies of one player listed in rows and those of the other player in columns.
Dominant Strategy
The choice that results in the highest payoff for a player regardless of what the other player does.

1b. Short-Run Profitability

Oligopoly firms behave like firms in perfectly competitive, monopolistically competitive, and monopoly market environments in that they seek to maximize profit. In the short run, the firm will seek the quantity of output along their downward-sloping demand curve where profits are highest, or, if profits are not possible, where losses are lowest. Margins tell the firm what to do. Should the firm’s production level be higher or lower than it currently is to maximize profits? The best any firm can do is follow the profit-maximizing rule, equating MR = MC. According to the graph below, an oligopolist will produce the profit-maximizing output level of bold italic q subscript bold 0, and charge price bold italic P subscript bold 0. Once the quantity of output is selected, the price is known. The firm’s total revenue, total cost, and level of profits are determined.

A graph on a coordinate plane with the horizontal axis labeled ‘Quantity of Output, Firm’ with a point q0 marked on it. The vertical axis is labeled ‘Price’, with points ATC, MR equals MC, and P0 marked on it, such that ATC is less than MR equals MC and MR equals MC is less than P0. The graph contains three curves, two straight lines, and four dashed lines. The curves are labeled ‘S equals MC’, ‘ATC’, and ‘AVC’. The curve ATC lies at the top, slopes slightly downward to a minimum, and then rises. The curve AVC lies below ATC, following a similar U shape, but is flatter. The curve S equals MC starts low, bends downward sharply, and rises steeply, intersecting both the ATC and AVC curves. Two straight lines labeled ‘MR’ and ‘Firm Demand’ slope downward from a common point above P0 and intersect all three curves. A vertical dashed line rises from the point (q0, 0), passes through the curve AVC, and reaches the point of intersection of MR and the curve S equals MC. It continues upward and intersects the Firm Demand curve. Three horizontal dashed lines start from the points ATC, MR equals MC, and P0 on the y-axis to meet the vertical dashed line. The lines from P0 meet the point of intersection of the Firm Demand line and the vertical dashed line from q0. The line from MR equals MC meets the point of intersection of MR and the curve S equals MC. The line from ATC passes through the intersection point of the curves ATC and S equals MC and then meets the vertical dashed line.
Short-Run Economic Profit

hint
  • All firms maximize profit at MR = MC. For an oligopolist firm with a downward-sloping demand curve, P > MR and P > MC.
  • In the graph, notice the lowercase letter q, which references the firm’s quantity.

Averages tell the firm how well it is doing. In the graph above, the ATC curve lies below the demand and marginal revenue curves. Locate ATC along the dashed line for MR = MC. Trace that ATC point across to the vertical axis. In the graph notice the rectangular area formed by the dashed lines, between price bold italic P subscript bold 0 and ATC and between zero and bold italic q subscript bold 0 on the horizontal axis. This area is referred to as the profit box.

To calculate the area of the rectangle, use the formula: base * height. The area of this rectangle represents the value of short-run positive economic profits. Positive economic profit is profit that exceeds normal profit.

formula to know
Area of Rectangle
B a s e cross times H e i g h t

1c. Short-Run Disturbance

Many real-world oligopolies go through periods of cooperation and competition due to changes in the legal environment, political pressures, and the decisions of their top executives. If oligopolies could sustain cooperation with each other on output and pricing, they could earn profits as if they were a single monopoly. However, each firm in an oligopoly has an incentive to produce more and grab a bigger share of the overall market. When firms start behaving in this way, the market outcome in terms of prices and quantity can be similar to that of a highly competitive market.

Let’s determine the profitability situation given the urge to cheat by a few oligopolists. According to the graph below, our oligopolist will produce the profit-maximizing output level of bold italic q subscript bold 0, and charge price PO. If the firm subtracts price per unit and average cost per unit (bold italic P subscript bold 0 bold minus bold italic A bold italic T bold italic C), then multiplies that numeric value by the bold italic q subscript bold 0 units, the dollar value of profits will be known. In the graph, the difference between price and ATC is zero. The firm is earning zero economic profit in the short run! Again, zero economic profit does not mean zero profit. Zero economic profit is the same as normal profit. When a firm earns normal profit or zero economic profit, the owners are compensated with a rate of return on their investment equal to their opportunity cost.

A graph on a coordinate plane with the x-axis labeled ‘Quantity Output, Firm’, with a point q0 marked on the x-axis, and the y-axis labeled ‘Price’, with two points marked ‘MR equals MC’ and ‘P0 equals ATC’, such that MR equals MC is below P0 equals ATC. The graph contains two curves, two straight lines, and three dashed lines. The curves are labeled ‘MC’ and ‘ATC’. The straight lines labeled ‘MR’ and ‘Firm Demand’ slope downward from a common point on the y-axis above the point P0, with the line MR positioned below the line Firm Demand. The curve MC begins near the origin, opens leftward, rises sharply, and intersects both MR and Firm Demand at two different points. The curve ATC starts above the line AR, passes through a point on the line AR, and intersects the curve MC on the right. The line Firm Demand is tangent to the curve ATC. A vertical dashed line rises from the point q0 to reach the point of intersection of MR and the curve MC at (q0, MR equals MC). It continues upward and reaches the intersection point of the line Firm Demand and the curve ATC. A horizontal dashed line starts from the point MR equals MC and meets the vertical dashed line from q0 at the point of intersection of q0 and MR. Another horizontal dashed line starts from the point P0 equals ATC and meets the vertical dashed line from q0 at the point of intersection of q0, the line Firm Demand, and the curve ATC.
Short-Run Normal Profit


2. Modeling the Long Run in an Oligopoly Market

In the short run, positive economic profits typically attract new investment and new firms will enter the market, if there are no barriers. New firms enter the industry in response to greater than normal profits and overall market production will increase. Or if there are losses, then firms exit the market in the long run and overall market production decreases. This long-run process of adjustment stops when no new firms want to enter, and no existing firms want to exit the market. At this point the market will have attained its long-run equilibrium. The action of entry and exit will drive profits to zero.

However, in the case of an oligopoly, positive economic profits will not attract minimal new investment from sources outside the oligopoly market, because significant barriers prevent new firms from entering the market. In long run equilibrium, positive profits are likely to persist.

Oligopolies, like monopolies and monopolistic competitors with downward-sloping demand curves, are less efficient than perfectly competitive firms.

Perfectly competitive firms operate at the minimum point of their ATC curve, where the MC curve intersects if from the bottom. This indicates that the firm’s production is at capacity, or the maximum possible output given its available resources.

An oligopolist has the ability to operate at capacity output, producing a larger possible output given its available resources. If an oligopolist chooses to under-utilize its capacity it is known as having excess capacity. Because oligopolists do not produce at the minimum of the ATC curve, the oligopoly firm is productively inefficient. The oligopolist chooses to restrict output to maintain a high price by restricting output.

All firms profit-maximize at MR = MC. The selling price for a perfectly competitive firm is equal to marginal cost (P = MC). And buyers purchase the product at the lowest possible price. Perfectly competitive firms are allocatively efficient, producing at an output level where the price (P) equals the marginal cost (MC) of production.

For an oligopolist firm with a downward-sloping demand curve, this means P > MR and P > MC. Because oligopolists charge a selling price above marginal cost (P > MC), oligopolists are allocatively inefficient. Buyers will suffer because the price (P) is a measure of how much buyers value the good, and the marginal cost (MC) is a measure of what an extra unit costs society to produce. If P > MC, then the marginal benefit to society (as measured by P) is greater than the marginal cost to society of producing additional units, and a greater quantity should be produced.

Oligopolists are not productively efficient, because they do not produce at the minimum of the average cost curve. Oligopolists are not allocatively efficient, because they do not produce at the quantity where P = MC.

As a result, an oligopolist produces less, at a higher average cost, and charges a higher price than would a combination of firms in a perfectly competitive industry. Of all market types, oligopolists have the greatest ability for innovation because short-run profits can persist into the long run. Perfect competitors and monopolistic competitors earn zero economic profits in the long run, while monopolists need not fear entry of new competitors because of their protected status.

big idea
  • When a firm has allocative efficiency, it is producing at an output level where the price (P) equals the marginal cost (MC) of production. Oligopolists are not allocatively efficient because they do not produce at the quantity where P = MC.
  • When a firm has productive efficiency, it produces goods and services for the lowest cost, the minimum of ATC. Oligopolists are not productively efficient, because they do not produce at the minimum of the average cost curve.

watch
This video reviews the oligopoly model graphically.

summary
In this lesson, you learned in Modeling the Short Run in an Oligopoly Market that in an oligopoly market, the firm interacts with the market in the short run in specific ways. In Market and the Firm you learned that oligopolists engage in both cooperative and non-cooperative behavior in determining price for products in a particular industry. You also learned that dominant firms hold a relatively large share of the overall market total, similar to a monopolist, and are price setters. In Short-Run Profitability you learned that the best any firm can do is follow the profit-maximizing rule and equate MR with MC. In Short-Run Disturbance you learned that many real-world oligopolies go through periods of cooperation and competition, and that legal and political changes in the environment can lead oligopolists to change price and quantity output. In Modeling the Long Run in an Oligopoly Market you learned that positive profits may persist for oligopolists, as long as the barriers to entry hold.


Source: THIS TUTORIAL HAS BEEN ADAPTED FROM OPENSTAX “PRINCIPLES OF ECONOMICS 2E”. ACCESS FOR FREE AT https://openstax.org/books/principles-economics-2e/pages/1-introduction. LICENSE: CC ATTRIBUTION 4.0 INTERNATIONAL.

REFERENCES

Organization of the Petroleum Exporting Countries. (n.d.). Our Mission. OPEC. Retrieved July 26, 2022, from www.opec.org/opec_web/en/about_us/23.htm

The United States Department of Justice. (2021, September 21). United States District Court for the District of Massachusetts Case 1:21-cv-11558. The United States Department of Justice. Retrieved August 1, 2022, from www.justice.gov/opa/press-release/file/1434621/download

Terms to Know
Cartel

A group of firms that collude to produce the monopoly output and sell at the monopoly price.

Dominant Strategy

The choice that results in the highest payoff for a player regardless of what the other player does.

Duopoly

An oligopoly with only two firms.

Explicit Collusion

Official agreement to collude together.

Game Theory

A branch of mathematics used to analyze situations in which players must make decisions and receive payoffs based on the decisions of other players.

Payoff Matrix

A table displaying strategies of one player listed in rows and those of the other player in columns.

Price Elasticity

A measure of the responsiveness of a change in the quantity of the product to a change in the product’s price.

Price Leadership

One firm sets the price of products in its industry and other firms all follow the leader.

Prisoner’s Dilemma

A game in which the gains from cooperation are larger than the rewards from pursuing self-interest.

Formulas to Know
Area of Rectangle

B a s e cross times H e i g h t