Revision Notes
OxfordAQA International GCSE Economics: Related markets and price elasticity of demand and supply (9214) – Revision Notes
Condensed revision notes on intermarket relationships, price and cross elasticity of demand and price elasticity of supply for OxfordAQA IGCSE Economics.
- Subject
- Economics
- Level
- IGCSE
- Topic
- Related markets and price elasticity of demand and supply
- Author
- Marlbridge Academic Team
- Updated
Aligned to OxfordAQA IGCSE Economics (9214), First teaching September 2023, first examined May/June 2025. Official specification .
Syllabus page (what it covers and how it is assessed): OxfordAQA IGCSE Economics.
Syllabus points this page covers
9214
- 3.1.3 How prices are determined
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Quick recall for sections 3.1.3.4 to 3.1.3.6 of the OxfordAQA International GCSE Economics (9214) specification, for exams from May/June 2025 onwards. For full explanations read the study guide, then test yourself with the practice questions. Other links: How markets work guide, course hub, checklist and free diagnostics. All figures are invented.
3.1.3.4 Intermarket relationships
| Term | Meaning | If price of A rises, demand for B |
|---|---|---|
| Substitutes | Goods meeting the same need; buyers switch | Rises (shift right) |
| Complements | Goods used together | Falls (shift left) |
Remember the chain: change in market A, then shift in the demand or supply curve in market B, then new equilibrium price and quantity in B.
Method: tracing a knock-on effect
- State the first event: demand, supply or price in market A.
- Give the new price and quantity in A.
- Say whether B is a substitute, complement or input.
- Name the curve in B that shifts and the direction.
- State B’s new price and quantity.
- Add a limit: closeness of the link, time, other changes.
Quick cases
| Event | Related market | Effect |
|---|---|---|
| Poor harvest cuts supply of rice | Wheat noodles (substitute) | Demand rises, price rises |
| Price of petrol cars falls | Petrol (complement) | Demand rises |
| Price of leather rises | Leather shoes | Supply shifts left (input cost) |
| Demand for bread rises | Flour | Demand for flour rises |
3.1.3.5 Price elasticity of demand (PED)
PED = (% change in Qd) ÷ (% change in price)
% change = (later − starting figure) ÷ starting figure × 100
| Size (ignore sign) | Label | Price rise gives |
|---|---|---|
| Above 1 | Elastic | Total revenue falls |
| Below 1 | Inelastic | Total revenue rises |
| Equal to 1 | Unit elastic | Revenue unchanged |
PED is normally negative. State your sign treatment.
Method: calculating PED
- Work out % change in price from the original price.
- Work out % change in quantity from the original quantity.
- Divide quantity percentage by price percentage.
- Compare the size with 1 and name it elastic or inelastic.
Worked reminder 1. A stall raises a price from 20 to 24 and weekly sales fall from 600 to 540.
Price: (24 − 20) ÷ 20 × 100 = +20%
Quantity: (540 − 600) ÷ 600 × 100 = −10%
PED = −10 ÷ 20 = −0.5 (inelastic)
Revenue: 20 × 600 = 12,000 rises to 24 × 540 = 12,960
Worked reminder 2. A firm cuts price from 12 to 9.60 and sales rise from 500 to 650.
Price: −20%. Quantity: +30%. PED = 30 ÷ −20 = −1.5 (elastic)
Revenue: 12 × 500 = 6,000 rises to 9.60 × 650 = 6,240
Factors (a memory chain: S N P T H W)
- Substitutes: more of them means more elastic.
- Necessity: necessities are less elastic, luxuries more.
- Proportion of income: a big share means more elastic.
- Time: longer time means more elastic.
- Habit or addiction: makes demand less elastic.
- Width of the market definition: broader means less elastic.
Implications
| For | Elastic demand | Inelastic demand |
|---|---|---|
| Producer | Cut price to raise revenue; rivals can take sales | Can raise price and revenue; sales fall little |
| Consumer | Can switch if price rises | Pays more; hard to cut back |
Revenue is not profit. A price cut that raises revenue can still lower profit if extra output is costly.
Working backwards from an elasticity
Rearrange the formula when the elasticity is given.
| Find | Rearranged | Example |
|---|---|---|
| % change in quantity | elasticity × % change in price | PED −0.8, price +15%: quantity −12%, so 800 becomes 704 |
| % change in price | % change in quantity ÷ elasticity | PED −1.5, wanted quantity +12%: price −8% |
| % change in price needed | % change in output ÷ PES | PES 0.5, output +5%: price +10%. PES 2: price +2.5% |
Always convert the percentage back into a level if the question asks for a new quantity or price. Multiply the original by one plus the percentage as a decimal.
Intermarket chain: a price cut
An e-scooter maker cuts its price.
- Scooter demand: a movement down the curve, so more scooters are bought.
- Scooter helmets: complements, so demand shifts right, and price and quantity rise.
- Bus tickets: a substitute, so demand may shift left as riders switch.
Evaluation prompts
Use these to turn a description into a judgement.
- Time: buyers and firms respond more fully in the long run.
- Closeness: a very close substitute or complement gives a bigger knock-on effect.
- Other changes: income, tastes or costs may move at the same time.
- Revenue versus profit: higher revenue only helps if extra costs are smaller.
- Size of the elasticity: a value near 1 means the effect on revenue is small, so costs and rivals matter more.
- Who gains: say whether producers, consumers or both, and in which period.
Cross elasticity of demand (XED)
XED = (% change in demand for A) ÷ (% change in price of B)
| Result | Meaning |
|---|---|
| Positive | Substitutes |
| Negative | Complements |
| Close to zero | Unrelated |
Bigger size means a closer link.
Worked reminder 3. The price of tea rises 20% and demand for coffee rises 15%. XED = 15 ÷ 20 = +0.75, so the goods are substitutes.
3.1.3.6 Price elasticity of supply (PES)
PES = (% change in Qs) ÷ (% change in price)
Above 1 means elastic. Below 1 means inelastic. PES is normally positive.
Worked reminder 4. Price rises from 5 to 6 and output rises from 800 to 1,000.
Price: +20%. Quantity supplied: +25%. PES = 25 ÷ 20 = 1.25 (elastic)
Worked reminder 5 (time). After a price rise of 10%, a pizza kitchen can add only 2% to output this week because its ovens are full, so PES is 0.2. Over a year it installs a second oven and output rises 15% for the same price rise, so PES is 1.5. One product, two answers: output reacts weakly this week and strongly over a year, so always state the time period.
Revenue check for PED. Compute price × quantity before and after. If a price rise lowers revenue, demand was elastic. If a price rise raises revenue, demand was inelastic. If a price cut raises revenue, demand was elastic. This gives a quick cross-check on your PED answer.
Factors
- Spare capacity.
- Stocks of finished goods.
- Ease of switching production or hiring.
- Time (long run is more elastic).
- Length of production period and perishability.
- Availability of inputs.
Implications
- Elastic supply: output follows demand quickly, so price rises are small and short.
- Inelastic supply: a demand surge causes a large price rise.
- Producers with elastic supply win extra sales fast. Consumers gain from steadier prices.
Must-know distinctions
| Idea | Do not confuse with |
|---|---|
| Inelastic (smaller proportionate response) | Zero response |
| Substitutes (positive XED) | Complements (negative XED) |
| Shift of B’s demand (A’s price changed) | Movement along B’s demand (B’s own price changed) |
| PED (buyers) | PES (sellers) |
Quick self-test
- A price rise of 6% causes quantity demanded to fall 9%. Calculate PED.
- PED is −0.8. Price rises 5%. What is the percentage change in quantity demanded?
- A 4% price rise for good B lowers demand for good A by 12%. Calculate XED and name the relationship.
- PES is 0.4. Price rises 10%. What is the percentage change in quantity supplied?
- A product is 80 and sells 1,000 units. PED is −2.5. Price rises to 92. Find the new quantity and the revenue before and after.
- Price rises from 10 to 12.50 and quantity supplied from 300 to 330. Calculate PES.
- Give two reasons why demand for household tap water is inelastic.
- Explain why cutting price may not raise profit even if demand is elastic.
- State one reason why PES is higher in the long run.
- A tax on coffee lowers its quantity. Say what happens to demand for sugar, a complement.
Answers
- −9 ÷ 6 = −1.5 (elastic).
- −0.8 × 5 = −4%.
- −12 ÷ 4 = −3, so complements.
- 0.4 × 10 = +4%.
- Price +15%. Quantity change = −2.5 × 15 = −37.5%. New quantity = 1,000 × 0.625 = 625. Revenue 80 × 1,000 = 80,000 falls to 92 × 625 = 57,500.
- Price +25%, quantity +10%. PES = 10 ÷ 25 = 0.4 (inelastic).
- It is a necessity, and there is no close substitute for washing and cooking.
- Extra units cost money to make. If the extra cost exceeds the extra revenue, profit falls.
- Firms can build capacity, hire and train staff, and bring in new inputs.
- Coffee sales fall, so demand for sugar shifts left and its price and quantity fall.
Where marks are usually lost
- Taking percentages of the later figure rather than the starting figure.
- Writing the fraction upside down.
- Stating a number with no word “elastic” or “inelastic”.
- Missing the sign of XED, which carries the meaning.
- Saying “demand falls” when it is a movement along the curve.
- Describing a knock-on effect without naming the curve that shifts.
- Equating revenue with profit.
- Giving a factor with no explanation of why it changes responsiveness.
Official syllabus
Source: OxfordAQA International GCSE Economics (9214), specification for exams from May/June 2025, published by OxfordAQA.
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