Imagine a farmers’ market where many sellers offer the same fresh apples 🍎.
Key features: many buyers & sellers, identical products, free entry/exit, perfect information.
Efficiency: Both allocative and productive efficiency are achieved.
Allocative: price equals marginal cost (\$P = MC\$).
Productive: firms produce at the lowest possible cost (\$q = q^*\$).
Exam Tip: When asked to explain why perfect competition is efficient, remember the “price = marginal cost” rule and the zero‑profit long‑run equilibrium. Use the formula \$P = MC\$ as evidence. 📚
Think of a single water company that supplies an entire town 🚰.
Key features: single seller, high barriers to entry, product differentiation or scarcity.
Efficiency: Generally inefficient – both allocative and productive inefficiencies arise.
Allocative: \$P > MC\$ (price exceeds marginal cost).
Productive: firms may not operate at minimum cost due to lack of competitive pressure.
Exam Tip: Highlight the deadweight loss triangle in your answer. Show that \$P > MC\$ leads to under‑production relative to the socially optimal quantity. Use the diagrammatic representation if allowed. 🗺️
Picture a handful of fast‑food chains in a city 🍔.
Key features: few firms, interdependent decision‑making, product differentiation, barriers to entry.
Efficiency: Mixed results.
Potential for allocative efficiency if firms collude or price‑lead.
However, productive inefficiency often persists due to excess capacity.
Exam Tip: When comparing oligopoly to monopoly, note that oligopolies can sometimes achieve the same price‑output ratio as monopolies if they collude. Use the term “cartel” and explain how it creates a deadweight loss similar to a monopoly. 📈
Think of a neighbourhood with many coffee shops ☕.
Key features: many firms, differentiated products, low barriers to entry, some control over price.
Efficiency: Usually productively efficient in the long run but allocatively inefficient.
Firms produce at a point where \$P > MC\$ due to product differentiation.
Exam Tip: Emphasise that monopolistic competition leads to excess capacity: firms produce less than the minimum efficient scale, causing \$P > MC\$. Use the phrase “price‑output ratio” to explain inefficiency. 📊
| Market Structure | Allocative Efficiency | Productive Efficiency | Typical Price‑Output Ratio |
|---|---|---|---|
| Perfect Competition | ✓ (P = MC) | ✓ (minimum cost) | P = MC |
| Monopoly | ✗ (P > MC) | ✗ (excess capacity) | P > MC |
| Oligopoly | Variable (depends on collusion) | ✗ (often excess capacity) | P ≥ MC (collusion) or P ≈ MC (price competition) |
| Monopolistic Competition | ✗ (P > MC) | ✓ (long‑run zero profit) | P > MC |