Elasticity & Consumer Theory
⏱ ~3-min readAceMark GuideWhat this topic is really about
A firm can increase total revenue by raising the price of a product with price-inelastic demand.. When demand is inelastic, quantity demanded falls proportionately less than the price rises, so revenue increases when price goes up.
Diminishing marginal utility causes consumers to be willing to pay less for additional units, producing a downward‑sloping demand curve.. As consumption rises, each extra unit yields less additional satisfaction, so consumers will only buy more at a lower price.
See the mechanism
The correct answer is 0.8 because the quantity demanded falls by 20% and the price rises by 25%, resulting in an elasticity of 0.8. A diagram for this topic isn't available yet — the worked example below walks the same reasoning step by step.
An exam-style question, fully explained
When the price of a good rises from £8 to £10, quantity demanded falls from 100 to 80 units. Using the midpoint is not required; using the simple percentage method, what is the price elasticity of demand (in absolute terms)?
- Identify what the question tests: When the price of a good rises from £8 to £10, quantity demanded falls from 100 to 80 units..
- The quantity falls by 20% (20/100) while the price rises by 25% (2/8), so the elasticity is 0.20 divided by 0.25, giving 0.8.
- Because the value is below one, demand is inelastic and total revenue rises when price increases.
- Why it matters: The correct answer is 0.8 because the quantity demanded falls by 20% and the price rises by 25%, resulting in an elasticity of 0.8. This value is below one, indicating that demand is inelastic. As a result, total revenue rises when the price increases. The simple percentage method is used to calculate the elasticity, which provides a straightforward way to determine the responsiveness of demand to price changes.
Traps the examiner sets
- Many students confuse the formula for price elasticity of demand or misinterpret the results, leading to incorrect conclusions about the elasticity of demand. Additionally, some students may incorrectly calculate the percentage changes in quantity and price.
- Many students mistakenly believe that lowering the price will always increase total revenue, but this is only true for products with elastic demand. For price-inelastic demand, raising the price is the correct strategy to increase total revenue.
- Students often treat any positive income elasticity as simply ‘normal’ and forget that values greater than one specifically denote luxury goods, while values between zero and one denote necessities.
- Students often mistakenly think that utility stays constant or even rises with each additional unit, leading them to expect a flat or upward‑sloping demand curve.
- Many students confuse the signs of cross-price elasticity, mistakenly assuming that a positive value indicates complements and a negative value indicates substitutes.
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