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How can a firm charge different prices to different buyers, and what does perfect price discrimination do to surplus?

Topic 4.3 Price Discrimination: state the conditions for price discrimination, and analyze perfect (first-degree) price discrimination, including its effect on output, profit, consumer surplus, and deadweight loss.

A focused answer to AP Microeconomics Topic 4.3, covering the conditions required for price discrimination and the effects of perfect (first-degree) price discrimination on output, the absence of deadweight loss, the elimination of consumer surplus, and the rise in producer surplus, with worked exam-style questions.

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  1. What this topic is asking
  2. Conditions for price discrimination
  3. Perfect (first-degree) price discrimination
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What this topic is asking

Topic 4.3 examines price discrimination: charging different buyers different prices for the same good. The College Board wants you to state the conditions a firm needs to price discriminate, and analyze perfect (first-degree) price discrimination, its effect on output, profit, consumer surplus, and the surprising result that it produces the efficient quantity with no deadweight loss.

Conditions for price discrimination

If buyers could resell, the low-price buyers would simply undercut the firm's high prices, destroying the scheme. This is why price discrimination is common where resale is hard, services consumed on the spot (a haircut, a flight, a film ticket) and where buyers can be sorted (student discounts, senior fares, business versus leisure travellers). A perfectly competitive firm cannot price discriminate, because it has no market power and faces a single market price.

Perfect (first-degree) price discrimination

Because the demand curve is now the marginal revenue curve, the firm produces every unit whose price (the buyer's willingness to pay) is at least marginal cost. That means it expands output all the way to the point where the demand curve crosses marginal cost, exactly the allocatively efficient quantity (P=MCP = MC) of perfect competition.

This is a favorite exam point because it separates efficiency from equity: the perfectly price-discriminating monopolist reaches the efficient quantity (no deadweight loss) yet transfers the entire surplus to itself. Efficiency does not mean buyers are well off.

Try this

Q1. State the three conditions a firm needs to price discriminate. [3 points]

  • Cue. Market power (price maker), the ability to separate buyers by willingness to pay, and the ability to prevent resale (arbitrage).

Q2. State what happens to the deadweight loss under perfect price discrimination and why. [2 points]

  • Cue. It is eliminated, because the firm produces every unit for which a buyer will pay at least marginal cost, reaching the efficient quantity where price equals marginal cost.

Exam-style practice questions

Practice questions written in the style of College Board exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.

AP 2018 (style)1 marksMultiple choice. Under perfect (first-degree) price discrimination, a monopolist (A) charges every buyer the same price. (B) produces less than a single-price monopolist. (C) captures all consumer surplus and produces the allocatively efficient quantity. (D) earns zero economic profit. (E) creates a larger deadweight loss than a single-price monopolist.
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The answer is (C). A perfectly price-discriminating monopolist charges each buyer the most they are willing to pay, turning all consumer surplus into producer surplus and producing where price equals marginal cost (the efficient quantity), so there is no deadweight loss.

(A) is the opposite. (B) is wrong because output rises to the efficient level. (D) is wrong; profit is large. (E) is wrong because the deadweight loss is eliminated.

AP 2021 (style)3 marksFree response (short). (a) State two conditions a firm must satisfy to price discriminate. (b) State what happens to consumer surplus under perfect price discrimination. (c) Explain why perfect price discrimination eliminates the deadweight loss.
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A three-point short FRQ.

(a) (1 point): the firm must have market power (be a price maker) and be able to prevent resale (arbitrage), and it must be able to distinguish buyers by willingness to pay.

(b) (1 point): consumer surplus is reduced to zero; all of it is captured by the firm as producer surplus.

(c) (1 point): the firm produces every unit for which a buyer is willing to pay at least marginal cost, so output reaches the point where price equals marginal cost (the efficient quantity), leaving no deadweight loss.

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