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Imperfectly
Competitive Markets

Explore market structures where firms have some control over price: monopolistic competition, oligopoly, and monopoly.

AP Microeconomics

What Is Imperfect Competition?

In a perfectly competitive market, many firms sell identical products and no single firm can influence the market price. Imperfect competition describes every other market structure: firms have at least some degree of market power, meaning they can influence the price of their product.

The Spectrum of Market Structures

Perfect Many firms Identical goods Monopolistic Many firms Differentiated Oligopoly Few firms Interdependent Monopoly One firm Unique product Less market power → → More market power

Why Does It Matter?

Real-World Relevance
Most actual markets are imperfectly competitive: restaurants, tech companies, airlines, and more.
Pricing Power
Firms set prices above \( MC \), leading to different outcomes for consumers and producers.
Efficiency Losses
Imperfect competition typically produces deadweight loss and allocative inefficiency.

The Core Rule: Downward-Sloping Demand

In perfect competition, each firm faces a horizontal demand curve at the market price. In imperfect competition, the firm's demand curve slopes downward. This has a critical implication:

Price Quantity \( D = MR = P \) (Perfect Competition) D (Imperfect Competition) MR

Why \( MR < P \) for Price Setters

1
Output effect: Selling one more unit adds revenue equal to the price of that unit.
2
Price effect: To sell that extra unit, the firm must lower the price on all previous units, which reduces revenue.
3
Net result: \( MR = P + Q \times \frac{\Delta P}{\Delta Q} \). Since \( \frac{\Delta P}{\Delta Q} < 0 \), \( MR < P \).

Three Types of Imperfect Competition

Monopolistic Competition
Many firms sell differentiated products. Free entry and exit. Examples: restaurants, clothing brands.
Oligopoly
Few large firms dominate. Products may be identical or differentiated. Firms are interdependent. Examples: airlines, telecom.
Monopoly
One firm is the entire market. High barriers to entry. Unique product with no close substitutes. Examples: utilities, patents.

Perfect vs. Imperfect Competition

Feature Perfect Competition Imperfect Competition
Number of firms Very many One to many
Product type Identical (homogeneous) Differentiated or unique
Demand curve Horizontal (\( D = MR = P \)) Downward-sloping (\( MR < P \))
Price setter? No (price taker) Yes (price setter)
Long-run economic profit \( \pi = 0 \) Possible (depends on barriers)
Allocative efficiency \( P = MC \) ✓ \( P > MC \) ✕

Profit Maximization: \( MR = MC \)

Regardless of market structure, every firm maximizes profit by producing where \( MR = MC \). The difference in imperfect competition is how the firm then sets its price.

Price / Cost Quantity D MR MC ATC \( Q^* \) \( P^* \) ATC Economic Profit

Barriers to Entry and Long-Run Profits

Barriers to entry are obstacles that prevent new firms from entering a market. They determine whether economic profits persist in the long run.

Low Barriers
Monopolistic competition: new firms enter when profits exist, driving long-run profit to zero.
Moderate Barriers
Oligopoly: economies of scale, brand loyalty, and high start-up costs limit entry. Positive profits may persist.
High Barriers
Monopoly: legal barriers (patents), natural monopoly, or resource control. Long-run profits are sustained.

Deadweight Loss and Inefficiency

Price Quantity D MR MC \( Q_m \) \( P_m \) \( Q_c \) \( P_c \) DWL

How to Analyze Any Imperfect Market

1
Identify the market structure: How many firms? Differentiated or identical product? Barriers to entry?
2
Draw the demand curve: It slopes downward for all imperfectly competitive firms. Place \( MR \) below \( D \).
3
Find profit-maximizing output: Set \( MR = MC \) and solve for \( Q^* \).
4
Read price from demand: Go up to \( D \) at \( Q^* \) to find \( P^* \). Do not read price from \( MR \).
5
Determine profit or loss: Compare \( P^* \) with \( ATC \) at \( Q^* \). Profit per unit = \( P^* - ATC \).

Example 1: Monopoly Pricing

A monopolist faces inverse demand \( P = 100 - 2Q \) and has constant marginal cost \( MC = 20 \). Find the profit-maximizing price and quantity.

1
Total revenue: \( TR = P \times Q = (100 - 2Q)Q = 100Q - 2Q^2 \)
2
Marginal revenue: \( MR = \frac{dTR}{dQ} = 100 - 4Q \)
3
Set \( MR = MC \): \( 100 - 4Q = 20 \) → \( Q^* = 20 \)
4
Price from demand: \( P^* = 100 - 2(20) = \$60 \)

Example 2: Calculating Economic Profit

Continuing the monopolist example: if \( ATC = 30 \) at \( Q^* = 20 \), what is the economic profit?

1
Profit per unit: \( P^* - ATC = 60 - 30 = \$30 \)
2
Total economic profit: \( \pi = (P^* - ATC) \times Q^* = 30 \times 20 = \$600 \)
$ Q $60 $30 $20 20 Profit = $600 \( P^* \) ATC MC

Example 3: Long-Run Monopolistic Competition

In monopolistic competition, short-run profits attract new firms. Entry shifts each firm's demand curve left until economic profit equals zero:

Price Quantity D MR ATC MC \( Q^* \) \( P^* \) D tangent to ATC \( P^* = ATC \) → \( \pi = 0 \)

Common Mistakes to Avoid

✕ Reading Price from MR
The profit-maximizing price comes from the demand curve, not the MR curve. \( MR = MC \) gives you \( Q^* \), then go up to \( D \).
✕ Confusing MR and D
In imperfect competition, \( MR < P \). The MR curve lies below demand. Only in perfect competition does \( MR = P \).
✕ Ignoring Barriers to Entry
Whether profits persist in the long run depends on barriers. Monopolistic competition has free entry, so long-run \( \pi = 0 \). Monopoly does not.

Summary: Market Structures Compared

Feature Monopolistic Comp. Oligopoly Monopoly
Firms Many Few One
Product Differentiated Identical or differentiated Unique
Entry barriers Low High Very high
Price setting Some power Significant (interdependent) Maximum power
Long-run \( \pi \) Zero Possible > 0 Possible > 0
Efficiency \( P > MC \), excess capacity \( P > MC \), DWL \( P > MC \), largest DWL

Question 1 of 5

In an imperfectly competitive market, a firm's marginal revenue curve lies below its demand curve because:

Question 2 of 5

A monopolist faces demand \( P = 80 - Q \) and has \( MC = 20 \). What is the profit-maximizing quantity?

Question 3 of 5

In the long run, a monopolistically competitive firm earns zero economic profit because:

Question 4 of 5

Which market structure is most likely to sustain long-run economic profits?

Question 5 of 5

Deadweight loss arises in imperfectly competitive markets because: