Market structures are the analytical heart of the A-Level micro paper: the spectrum from perfect competition to monopoly organises the entire theory of the firm, and essay questions on it appear every session. This quiz covers the spectrum end to end with the efficiency comparisons that top-band answers hinge on.
Perfect competition is tested through its defining long-run result — free entry competing away supernormal profit until only normal profit remains — the mechanism, not just the conclusion. Monopoly gets the fuller treatment: the barrier-to-entry catalogue (economies of scale, legal protection, sunk costs), third-degree price discrimination and its two necessary conditions (market power and segmentable markets that prevent resale), and the allocative inefficiency argument: output restricted to where price exceeds marginal cost, generating deadweight loss.
The oligopoly questions are the most demanding: concentration ratios read correctly (a 90% five-firm ratio as market-share concentration), interdependence as the structural fact that forces strategic thinking, and a full prisoner's dilemma with hypothetical payoffs — collude for 100 each, cheat for 150 against 20, mutual cheating for 50 — solved for the dominant strategy. This is game theory at the level A-level specifications expect.
Contestable markets supply the modern twist: entry and exit conditions disciplining incumbents regardless of current firm count. The efficiency questions tie the spectrum together — allocative efficiency defined at price equals marginal cost, and the dynamic-efficiency case for imperfect structures whose supernormal profits fund innovation.
Each explanation names the structure, the mechanism and the welfare verdict — the three-step pattern the essay mark schemes reward.
Aligned to the "Competition and market power — market structures and their implications for the way resources are allocated; interdependence of firms" area of the DfE's GCE A level economics subject content.
Consider two firms in an oligopoly facing a prisoner's dilemma, with the payoffs shown in the matrix. If both firms choose to collude, they each earn 100. If one cheats while the other colludes, the cheater earns 150 and the cooperator earns 20. If both cheat, they each earn 50. What is the dominant strategy for each firm?
To cheat, because it yields a higher payoff regardless of the other firm's choice.
If the other firm colludes, cheating earns 150 vs 100. If the other firm cheats, cheating earns 50 vs 20. Since 150 > 100 and 50 > 20, cheating is the dominant strategy.
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