CCEA A-Level Economics 4410
Key Economic Concepts
The Basic Economic Problem of Scarcity and Choice
Demand and Supply in Product Markets
Markets and Equilibrium
Elasticity of Demand and Supply
Factor Markets: Labour
Market Failures and Imperfections
Government Intervention in Markets
The Circular Flow of Income
Measuring National Income
Aggregate Demand
Aggregate Supply
Macroeconomic Equilibrium
Macroeconomic Objectives
Inflation
Unemployment
Economic Growth
Fiscal Policy and Its Effects
Monetary Policy
Supply-Side Policies
Exchange Rates and the National Economy
Short Run Versus Long Run
Business Objectives
Business Growth
Measuring Markets
Analysing Market Structures
Perfect Competition
Monopoly
Monopolistic Competition
Oligopoly
Contestable Markets
Competition Policy
Trade and Globalisation
Economic Development
Balance of Payments
Exchange Rate Systems and Competitiveness
European Union (EU)
Monetary Policy and the Financial Sector
Fiscal Deficits and the National Debt
Macroeconomic Policies and Objectives in a Global Economy
Quantitative Skills in Economics
Elasticity of Demand and Supply
Price elasticity of demand: measuring and interpreting
- 1 thing to know
- Unit AS 1
Overview
Price elasticity of demand measure, price elasticity of demand normally a negative number and full ladder of price elasticity of demand values.
What you need to know
Answer each one before you reveal it.
Questions from this subtopic
Each one with the model answer underneath.
- 1
What does price elasticity of demand measure, and what is the formula?
Model answer
Price elasticity of demand measures how responsive the quantity demanded of a good is to a change in its own price. The formula is the percentage change in quantity demanded divided by the percentage change in price. Each percentage change is worked out as the change divided by the original value, multiplied by 100. The answer is a pure number with no units, because pounds and units of output cancel out, which is what makes elasticity values comparable between very different markets.
- 2
Why is elasticity measured using percentage changes rather than the raw change in pounds and units?
Model answer
Raw changes depend on the units chosen and on the size of the market. A fall of 10p means something very different on a 40p newspaper than on a £400 flight, and a rise of 500 units means little unless you know whether sales were 1,000 or 1,000,000. Converting both changes into percentages of their original values strips out the units and the scale, so a price elasticity of demand of -2.00 means the same degree of responsiveness in every market it is calculated for.
- 3
A regional bus operator cuts a single fare from £10.00 to £9.00 and weekly journeys on that route rise from 400 to 480. Calculate the price elasticity of demand and interpret both its size and its sign.
Model answer
Percentage change in price: the change is -£1.00, so -1.00 divided by 10.00, multiplied by 100, gives -10%. Percentage change in quantity: the change is +80 journeys, so 80 divided by 400, multiplied by 100, gives +20%. Price elasticity of demand is +20 divided by -10, which is -2.00. The sign is negative, which is normal: price and quantity moved in opposite directions. The modulus of 2.00 is greater than 1, so demand on this route is price elastic - quantity demanded is proportionately twice as responsive as the price change that caused it.
- 4
A café raises the price of a coffee from £2.00 to £2.40 and weekly sales fall from 1,000 to 900 cups. Calculate the price elasticity of demand and say what the value means.
Model answer
Percentage change in price: +£0.40 divided by 2.00, multiplied by 100, gives +20%. Percentage change in quantity: -100 divided by 1,000, multiplied by 100, gives -10%. Price elasticity of demand is -10 divided by +20, which is -0.50. The negative sign shows the usual inverse relationship. The modulus of 0.50 lies between 0 and 1, so demand is price inelastic: customers cut back proportionately less than the price rose, meaning quantity demanded is relatively unresponsive to price on this product.
- 5
A supermarket raises the price of an own-label cereal from £1.20 to £1.50 and weekly sales fall from 2,000 to 1,400 boxes. Calculate the price elasticity of demand.
Model answer
Percentage change in price: +£0.30 divided by 1.20, multiplied by 100, gives +25%. Percentage change in quantity: -600 divided by 2,000, multiplied by 100, gives -30%. Price elasticity of demand is -30 divided by +25, which is -1.20. The value is negative and its modulus of 1.20 exceeds 1, so demand for this cereal is price elastic. Shoppers found close alternatives on the same shelf and switched away proportionately more than the price rose.
- 6
An online retailer cuts the price of a set of headphones from £6.00 to £4.80 and monthly sales rise from 250 to 350 units. Calculate the price elasticity of demand and state whether demand is elastic or inelastic.
Model answer
Percentage change in price: -£1.20 divided by 6.00, multiplied by 100, gives -20%. Percentage change in quantity: +100 divided by 250, multiplied by 100, gives +40%. Price elasticity of demand is +40 divided by -20, which is -2.00. Demand is price elastic, because the modulus of 2.00 is greater than 1. The negative sign simply confirms that quantity demanded rose as price fell, which is the normal direction for a demand relationship.
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