Revision Notes
Edexcel IAL Economics: Efficiency, concentration ratios and perfect competition (YEC11) – Revision Notes
Revision notes on efficiency, concentration ratios and perfect competition, with a self-test, for Edexcel International A Level Economics.
- Subject
- Economics
- Level
- A LEVEL
- Topic
- Efficiency, concentration ratios and perfect competition
- Author
- Marlbridge Academic Team
- Updated
Aligned to Pearson Edexcel A Level Economics (YEC11), Issue 2, June 2018. Official specification .
Syllabus page (what it covers and how it is assessed): Pearson Edexcel A Level Economics.
Syllabus points this page covers
YEC11 (A Level)
- 3.3.3 Market structures and contestability
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These notes condense section 3.3.3 (Market structures and contestability), items 1 to 3, of the Pearson Edexcel International Advanced Subsidiary/Advanced Level Economics (YEC11) specification, Issue 2, June 2018. Unit 3, Business behaviour, is labelled IA2 and is compulsory for the full International Advanced Level only. Units 1 and 2 are the International Advanced Subsidiary units.
For full explanations read the study guide. Test yourself with the practice questions, find all topics on the Edexcel A Level Economics hub, and tick off outcomes on the printable checklist. The free 10-minute diagnostics show which topics need work first.
The figures here are made up for revision.
Key definitions (1a)
| Term | Meaning | Condition or sign |
|---|---|---|
| Productive efficiency | Output produced at the lowest possible average cost | Output at the bottom of the ATC curve, where MC = ATC |
| Allocative efficiency | Resources produce what consumers value most | P = MC (no externalities assumed) |
| Dynamic efficiency | Gains in efficiency over time, driven by investment, research and new technology | Falling costs, better or new products |
| X-inefficiency | Cost above the lowest possible because of weak cost control or little competitive pressure | Actual cost curve above the lowest possible one |
Worked reminders
- Allocative: demand P = 40 - 0.04Q and MC = 10 + 0.02Q. Set equal: 30 = 0.06Q, so Q = 500 and P = MC = 20. At Q = 400, P = 24 and MC = 18, so consumers value the next unit above its cost and the market underproduces. The welfare loss is 0.5 x 100 x 6 = 300.
- X-inefficiency: lowest possible unit cost 5.00, actual 6.25, output 800. Excess 1.25 = 25% above the lowest. Wasted cost = 1.25 x 800 = 1,000.
- Dynamic: unit cost falling 6% a year from 10.00 reaches 7.81 after four years of improvement, a fall of about 21.9%. A firm with unchanged cost is not dynamically efficient even if it is productively efficient today.
Efficiency in different structures: market power can allow X-inefficiency and P above MC, but supernormal profit can fund research. Competition pushes costs down but may leave little to invest. State both sides, then judge.
Formulas
| Item | Formula |
|---|---|
| CRn | (sales of n largest firms) / (total market sales) x 100 |
| Profit | TR - TC, or (AR - ATC) x Q |
| Perfect competition revenue | P = AR = MR |
| Profit-maximising output | MC = MR, with MC rising |
| Supernormal profit per unit | P - ATC |
| Shutdown test | Short run: P below minimum AVC |
| Percentage above minimum cost | (actual unit cost - lowest unit cost) / lowest unit cost x 100 |
Concentration ratios (2a, 2b)
Method in steps
- Find total market sales (include every firm, including the small ones).
- Rank firms from largest to smallest.
- Add the sales of the top n.
- Divide by the total and multiply by 100.
Reminder: in a market with total sales of 1,500, the top three sell 420, 310 and 190. CR3 = 920 / 1,500 = 61.3%. If the second and third firms merge (500), the top three are 500, 420 and 130, so CR3 = 1,050 / 1,500 = 70.0%.
Significance: high versus low
| High ratio | Low ratio |
|---|---|
| Few firms hold market power | Many firms compete |
| Higher prices and less choice possible | Closer to perfect competition |
| Collusion easier | Rivalry stronger |
| Rising ratio may signal mergers | Falling ratio may signal entry |
Limitations to quote
- The same ratio can hide different structures. Four firms with 15% each and one firm with 57% plus three with 1% each both give CR4 = 60%.
- The result changes with how the market is defined.
- Imports, foreign rivals and the threat of entry are ignored.
- Sales, output and employment give different figures.
Perfect competition (3a to 3d)
The model is a benchmark for judging other structures. Few real markets meet every assumption.
Assumptions
- Many buyers and sellers, so each is a price taker.
- Homogeneous products.
- Perfect information.
- Freedom of entry and exit.
- Profit maximisation.
Method in steps: short-run equilibrium
- Read the market price from industry demand and supply.
- Draw the firm’s demand curve horizontal at that price (P = AR = MR).
- Find output where MC = MR, on the rising part of MC.
- Compare price with ATC at that output to see supernormal profit, normal profit or loss.
- Compare price with AVC to decide whether to stay open.
Worked reminder
For a firm with TFC = 1,600 and lowest ATC of 16.00 at 200 units (invented figures): at P = 25.5 it produces 250 units. ATC is 16.90, so profit per unit is 8.60 and total supernormal profit is 2,150. At P = 9.5 it produces 150 units, AVC is 6.50, so the firm covers variable cost, contributes 450 to fixed cost, and loses 1,150, which beats the loss of 1,600 from closing.
Shutdown point
| Price | Short-run decision | Long-run decision |
|---|---|---|
| Above ATC | Produce, supernormal profit | Others enter |
| Equal to ATC | Produce, normal profit | Stay |
| Between AVC and ATC | Produce, a loss but some fixed cost covered | Leave unless price rises |
| Below AVC | Shut down | Leave |
Long-run adjustment: chain of reasoning
Supernormal profit → new firms enter (free entry, perfect information) → industry supply shifts right → market price falls → each firm’s horizontal demand falls → supernormal profit disappears → entry stops at P = MC = lowest ATC.
Losses work in reverse: exit → supply shifts left → price rises → normal profit restored.
Sketch in words
On the firm diagram, ATC and MC are U-shaped and MC cuts ATC at its lowest point. In long-run equilibrium the horizontal price line touches ATC exactly at that point. The firm produces at that output with no gap between price and ATC.
Efficiency summary
| Productive | Allocative | |
|---|---|---|
| Short run | Not generally (output differs from the lowest-ATC output) | Yes (P = MC) |
| Long run | Yes (P = lowest ATC) | Yes (P = MC) |
Evaluation: externalities break the link between P = MC and social efficiency. Dynamic efficiency is questionable because there is no long-run supernormal profit and innovations are copied quickly. Small scale may leave unit costs above those of larger firms.
Must-know distinctions
- Normal profit is a cost included in ATC. Supernormal profit is revenue above ATC.
- Shutdown uses AVC. Long-run exit uses ATC.
- Productive efficiency concerns cost per unit. Allocative efficiency concerns whether the right quantity is made.
- A concentration ratio measures how concentrated a market is. It does not say how firms behave.
Quick self-test
- State the condition for allocative efficiency.
- Define X-inefficiency.
- Total market sales are 600. The three largest firms sell 150, 120 and 90. Calculate CR3.
- A perfectly competitive firm sells 50 units at 8 coins. State TR, AR and MR.
- The price is 6, output is 40 and ATC is 5.2. Calculate supernormal profit.
- The price is 4.5 and AVC is 5. Should the firm continue in the short run?
- In the long run the price is 15, demand is Q = 900 - 20P and each firm produces 30 units. How many firms are in the industry?
- A firm’s lowest possible ATC is 11 at 60 units. Its actual ATC is 12.5. Calculate the extra cost per unit as a percentage and the wasted cost.
- In a market of 500 sales, the top three firms sell 200, 125 and 50. Calculate CR3.
- Explain one reason why perfect information may reduce the incentive to innovate.
Answers
- P = MC.
- Production at a higher cost than necessary, so the actual cost curve lies above the lowest possible one, usually from weak cost control or little competitive pressure.
- (150 + 120 + 90) / 600 = 360 / 600 = 60%.
- TR = 8 x 50 = 400. AR = 400 / 50 = 8. MR = 8.
- (6 - 5.2) x 40 = 32.
- No. The price is below AVC, so revenue fails to cover variable cost, with a loss of 0.5 on each unit before fixed cost. Shutting down loses only fixed cost.
- Demand = 900 - 300 = 600. Firms = 600 / 30 = 20.
- Excess = 1.5, which is 1.5 / 11 = 13.6%. Wasted cost = 1.5 x 60 = 90.
- (200 + 125 + 50) / 500 = 375 / 500 = 75%.
- Any innovation is copied at once by rivals, so the innovator cannot keep a profit advantage to repay the cost of research.
Where marks are usually lost
- Using total sales of the top n firms as the denominator for a concentration ratio.
- Writing that perfect competition has no profit at all. Normal profit is earned in the long run.
- Drawing a downward-sloping demand curve for a single firm in perfect competition.
- Stating that the firm shuts down whenever there is a loss, without comparing price with AVC.
- Using ATC to explain the short-run shutdown point.
- Saying that perfect competition is productively efficient in the short run.
- Describing concentration ratios as measuring prices or profits, rather than market share.
- Leaving out evaluation on externalities, dynamic efficiency or market definition when asked to assess.
Official syllabus
Pearson Edexcel International Advanced Subsidiary/Advanced Level in Economics (YEC11) specification, Issue 2, June 2018, published by Pearson Education Limited. Section 3.3.3, items 1 to 3.
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