IB Economics HL Topic 2 — Microeconomics Paper 1 & 3 Diagram skill ~10 min read

Perfect Competition

Perfect competition almost never exists. So why learn it? Because it is the yardstick. It shows what a market looks like when no firm has any power at all, and every other structure in this topic is judged by how far it falls short of it.

📘 What you need to know

The four assumptions, and what each one does

Learn the assumptions as a chain, not a list: identical products + perfect information = you cannot charge more than anyone else = you are a price taker = your demand curve is flat.

Where the flat demand curve comes from

The industry has an ordinary downward sloping demand curve and an upward sloping supply curve. Those two set the price. The individual firm then draws that price as a horizontal line, because it can sell as much as it likes at that price and nothing at all above it.

The industry sets the price, the firm accepts it Same price on both panels, but only the industry can change it THE WHOLE INDUSTRY ONE SMALL FIRM D S P Q industry D = AR = MR P Q firm The firm’s demand curve is perfectly elastic at the industry price Price never falls as the firm sells more, so average revenue equals marginal revenue
Note the axes are not the same scale. The industry sells millions of units; the single firm sells a tiny slice of that, which is exactly why it has no influence on price.

🤔 Why AR and MR are the same line here

AR is revenue per unit, which is just the price. MR is the revenue from one extra unit, which is also the price, because the firm never has to drop its price to sell more. Same number every time, so the two curves sit on top of each other. In every other market structure the firm must cut price to sell more, which is why MR falls below AR there.

Short run: profit or loss is possible

The firm still follows the same rule, MC = MR. Since MR is the flat price line, output is where MC crosses the price line. If price is above AC at that output, there is abnormal profit.

Short run: abnormal profit in perfect competition Output where MC = MR, then compare the price line with average cost COSTS / REVENUE ($) 0 OUTPUT MC AC D = AR = MR P C Q1 ABNORMAL PROFIT (P – C) x Q1 Abnormal profit exists because AR is above AC at Q1 This can only be a short-run position, because nothing stops new firms joining
The shaded box is the whole profit, not the profit per unit. Its height is profit per unit and its width is the quantity, so the area is total profit.

Long run: the profit disappears

Here is the chain examiners want, in order:

Losses work the same way in reverse: firms leave, supply shifts left, price rises, and the survivors are back to normal profit.

Long run: normal profit only Entry pushes price down until it just touches the bottom of average cost COSTS / REVENUE ($) 0 OUTPUT MC AC D = AR = MR P Q2 New firms entered and price fell until AR only just touches the bottom of AC At Q2: AR = AC, so normal profit, and MC = AC, so productive efficiency Price also equals MC here, so the market is allocatively efficient too
Everything meets at one point in long-run equilibrium: MC = MR = AR = AC, all at the lowest point of average cost. No other market structure manages this.

Efficiency: the reason this model matters

Allocative efficiency (AR = MC)

Price shows how much consumers value the last unit. MC shows what it cost society to make it. When they are equal, we are producing exactly the amount society wants — no more, no less.

Productive efficiency (MC = AC)

MC cuts AC at its lowest point, so the firm is making its output as cheaply as possible. No scarce resources are being wasted.

The one weakness. Perfect competition is unlikely to be dynamically efficient. Firms only earn normal profit in the long run, so there is no spare money for research, development or new products.
Evaluation line worth memorising: perfect competition gives the best price today but not necessarily the best product tomorrow. That single sentence turns a description into analysis.

Worked examples

WORKED EXAMPLE 1

A perfectly competitive firm sells 4,000 units at $12. ATC = $15 and AVC = $10. (a) Calculate its profit or loss. (b) Should it keep producing in the short run? [4]

(a) Profit = (AR – ATC) × Q = (12 – 15) × 4,000 = -3 × 4,000 Loss = $12,000 (b) Compare price with AVC P = $12 and AVC = $10, so P is above AVC Every unit covers its variable cost and puts $2 towards fixed costs. Check the alternative If it shuts, it still pays fixed costs: (15 – 10) × 4,000 = $20,000 Keep producing: a $12,000 loss beats a $20,000 loss Shut-down rule: carry on if P is above AVC, close if P falls below AVC.
WORKED EXAMPLE 2

Explain how abnormal profit in a perfectly competitive industry disappears in the long run. [4]

Step 1: Start the chain Firms earn abnormal profit, which attracts new entrants. Step 2: Entry is possible There are no barriers to entry, so firms can join freely. Step 3: Market effect Industry supply shifts right, so market price falls from P1 to P2. Step 4: Firm effect Each firm’s flat AR line falls, output falls, and entry stops once AR = AC. Long-run equilibrium: normal profit only Four links, four marks. Draw the industry and firm panels beside each other if the question allows a diagram.

💡 Exam tip

⚠ Common mix-up

Up next: Monopoly and Natural Monopoly — the opposite end of the spectrum, where one firm is the whole market and the profit never gets competed away.

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