price discrimination – first, second and third degree: conditions for effective price discrimination

Differing Objectives and Policies of Firms

Price Discrimination: What Is It?

Price discrimination is when a firm charges different prices to different customers for the same product, not because of cost differences but because of market power. 🎯 It helps firms maximise profits by capturing more consumer surplus.

First‑Degree (Perfect) Price Discrimination

Each customer pays exactly what they’re willing to pay. The firm extracts all consumer surplus.

  • ⚙️ Condition 1: Firm can identify each buyer’s willingness to pay.
  • ⚙️ Condition 2: No resale (buyers cannot sell the product to others).
  • ⚙️ Condition 3: Transaction costs are low enough for the firm to set a unique price.

📚 Example: A car dealer negotiates a price with each buyer based on their budget. 🚗

🔍 Analogy: Think of a teacher grading each student individually – every student gets a grade that reflects their exact performance.

Second‑Degree Price Discrimination

Prices vary with the quantity purchased or the product version, but buyers choose the quantity. The firm offers a menu of prices.

  • ⚙️ Condition 1: The firm can segment customers by quantity or version preferences.
  • ⚙️ Condition 2: Buyers know the price schedule and choose accordingly.
  • ⚙️ Condition 3: No arbitrage between segments (buyers cannot buy cheaper and resell).

📚 Example: Bulk discounts at a grocery store: buy 1 pack for \$5, 3 packs for \$12.

🔍 Analogy: A pizza place offers a “buy one, get one half‑price” deal – the more you buy, the cheaper each slice becomes.

Third‑Degree Price Discrimination

Different groups of consumers are charged different prices based on observable characteristics (age, location, etc.).

  • ⚙️ Condition 1: Distinct market segments with different price elasticities.
  • ⚙️ Condition 2: The firm can identify and separate these segments.
  • ⚙️ Condition 3: No arbitrage between segments (e.g., students cannot buy adult tickets).

📚 Example: Student discounts on train tickets.

🔍 Analogy: A movie theater charges lower prices for children and seniors because they’re less price‑sensitive.

Mathematical Snapshot

Profit maximisation condition: \$\frac{d(TR)}{dQ} = \frac{d(PQ)}{dQ} = MC\$

Price elasticity of demand: \$E = \frac{dQ/Q}{dP/P}\$

Summary Table

DegreeKey ConditionsReal‑World Example
First‑DegreeIdentify willingness to pay, no resale, low transaction costs.Car dealer negotiations.
Second‑DegreeQuantity or version segmentation, buyer choice, no arbitrage.Bulk grocery discounts.
Third‑DegreeDistinct segments, identifiable characteristics, no arbitrage.Student train tickets.