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How much does quantity respond when price changes?

Price elasticity of demand and supply, how each is calculated, the meaning of elastic and inelastic, the factors that affect elasticity, and the link between elasticity and revenue.

A focused answer for AQA GCSE Economics on price elasticity of demand and supply, how they are calculated, elastic versus inelastic, the factors affecting elasticity, and the link to total revenue.

Generated by Claude Opus 4.810 min answer

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  1. What this dot point is asking
  2. Calculating elasticity
  3. Elastic and inelastic
  4. Factors affecting elasticity
  5. Elasticity and total revenue
  6. Try this

What this dot point is asking

AQA wants you to define and calculate price elasticity of demand and supply, explain what elastic and inelastic mean, list the factors that affect elasticity, and explain how elasticity affects a firm's total revenue. In the exam this often appears as a short Section A calculation (showing working) plus a 4 to 6 mark "explain" question linking elasticity to revenue or to pricing decisions.

Calculating elasticity

The percentage change in quantity always goes on top and the percentage change in price on the bottom. A percentage change is found with newoldold×100\frac{\text{new} - \text{old}}{\text{old}} \times 100. We usually look at the size of the answer, ignoring the minus sign that PEDPED carries because the demand curve slopes downwards (price and quantity move in opposite directions). PESPES is normally positive, because the supply curve slopes upwards.

Elastic and inelastic

  • Elastic demand: size of PEDPED is greater than 11. Quantity changes by a larger percentage than price.
  • Inelastic demand: size of PEDPED is less than 11. Quantity changes by a smaller percentage than price.
  • Unit elastic: PEDPED equals 11 exactly, so the percentage changes are equal.
  • Perfectly inelastic (PED=0PED = 0) means quantity does not change at all; perfectly elastic demand is the extreme opposite.

Factors affecting elasticity

Demand tends to be more elastic when:

  • Substitutes are widely available, so buyers can switch easily (one brand of crisps).
  • The good takes up a large share of income, so a price rise really bites (a new car).
  • The good is a luxury rather than a necessity, so it is easy to do without.
  • Consumers have time to adjust and find alternatives.

Necessities, goods with few substitutes, addictive goods and goods that take up a tiny share of income (salt, a box of matches) tend to be inelastic. Supply is more elastic when firms have spare capacity, can store stock, and have time to expand production. Farm crops are very inelastic in the short run because a harvest cannot be increased once planted.

Elasticity and total revenue

Because total revenue=price×quantity\text{total revenue} = \text{price} \times \text{quantity}, the effect of a price change on revenue depends entirely on elasticity:

  • If demand is inelastic, raising price raises total revenue (the small fall in sales is outweighed by the higher price).
  • If demand is elastic, raising price lowers total revenue (sales fall by more than price rises).
  • This is why governments tax inelastic goods such as petrol and cigarettes: a tax raises a lot of revenue without cutting sales much.

Try this

Q1. A good has a PEDPED of 0.40.4. Is demand elastic or inelastic? [1 mark]

  • Cue. Inelastic, because the size is below 11.

Q2. Explain why demand for petrol tends to be price inelastic. [3 marks]

  • Cue. It has few close substitutes and is a necessity for many drivers, so quantity changes little when price rises.

Exam-style practice questions

Practice questions written in the style of AQA exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.

AQA 20194 marksWhen the price of a train ticket rises from 20 pounds to 23 pounds, the number of tickets sold falls from 800 to 776 per day. Calculate the price elasticity of demand and state whether demand is elastic or inelastic. You are advised to show your working.
Show worked answer →

This is a Section A calculation worth full method marks for setting out each percentage change.

Percentage change in quantity: 776800800×100=24800×100=3%\frac{776 - 800}{800} \times 100 = \frac{-24}{800} \times 100 = -3\%.

Percentage change in price: 232020×100=320×100=+15%\frac{23 - 20}{20} \times 100 = \frac{3}{20} \times 100 = +15\%.

So PED=3%+15%=0.2PED = \frac{-3\%}{+15\%} = -0.2, a size of 0.20.2.

Because 0.20.2 is less than 11, demand is price inelastic. Markers reward showing both percentage changes, the correct division (quantity over price), and a clear conclusion linked to the size rule.

AQA 20216 marksA firm raises the price of its product by 10 percent and finds that total revenue rises. Explain what this tells us about the price elasticity of demand for the product.
Show worked answer →

If a price rise causes total revenue to rise, demand must be price inelastic.

Inelastic demand means the percentage fall in quantity demanded is smaller than the percentage rise in price (a PEDPED between 00 and 11 in size). So even though fewer units are sold, the higher price more than makes up for the lost sales.

Because total revenue=price×quantity\text{total revenue} = \text{price} \times \text{quantity}, the gain from the higher price outweighs the small loss in sales, so revenue increases. A 6 mark answer states "inelastic", links it to the percentage comparison, and works through the revenue effect rather than just asserting it.

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