Price Elasticity of Demand (Cambridge (CIE) A Level Business): Revision Note
Exam code: 9609
The concept of price elasticity of demand
Price elasticity of demand (PED) measures how responsive demand for a product is to a change in price
In general,
when the price for a product increases, demand falls
when the price for a product decreases, demand rises
PED answers the question: By how much will demand change?
Calculating price elasticity of demand
PED will always be a negative value due to the inverse relationship between price and quantity
If the price goes up, the quantity demanded goes down
If the price goes down, the quantity demanded goes up
PED can be calculated using the formula
To calculate a % change, use the formula
Worked Example
Helsinki Hurricanes sells team shirts for $24. In 2024 it sold 3,240 shirts at this price. Due to increased costs, the team manager has decided to increase the price to $30 per shirt from 2025. She expects demand to fall by 12%.
Calculate the price elasticity of demand for Helsinki Hurricanes team shirts.
(2)
Step 1: Calculate the percentage change in price
[1]
Step 2: Divide the percentage change in demand by the percentage change in price
[1]
In some cases, you may be required to calculate the percentage change in price or demand
This involves rearranging the PED formula
Worked Example
The price elasticity of demand for popcorn at the cinema is –0.8. The current price of a box of popcorn is $5.
Using the data, calculate the percentage change in quantity demanded following a $1 increase in the price of a box of popcorn. You are advised to show your work.
[4]
Step 1: State the PED formula
(1 )
Step 2: Calculate the percentage change in price
(1 )
Step 3: Insert the data you have been given into the formula
(1 )
Step 4: Rearrange and solve for x
(1 )
Step 5: Present the final answer
The quantity demanded falls by 16% (4)
Examiner Tips and Tricks
Remember the key facts:
If price decreases, demand increases
If price increases, demand decreases
In the example above, price increases, so demand must fall
Interpreting price elasticity of demand
1. Price elastic demand
PED value lower than -1 (e.g -1.2)
Demand is more responsive to a change in price
For every 1% change in price, demand will change by more than 1%
An increase in price will lead to a fall in revenue; a decrease in price will lead to an increase in revenue
Examples include luxury products such as cars, smartwatches, foreign holidays, cinema visits, jewellery and branded goods
2. Price inelastic demand
PED value is between 0 and -1 (e.g -0.7)
Demand is less responsive to a change in price
For every 1% change in price, demand will change by less than 1%
An increase in price will lead to an increase in revenue; a decrease in price will lead to an decrease in revenue
Examples include necessities such as bread, milk, eggs and potatoes; fuel; rent; toothpaste
Also addictive products such as cigarettes and sugary foods
Examiner Tips and Tricks
Focus on the size of the number
−1.2 is price elastic, −0.5 is price inelastic. Always link what that means for the business revenue when the price changes
The impact of price elasticity of demand on pricing decisions
If businesses can determine the price elasticity of demand for their products, they can adjust pricing strategy to maximise revenue
If demand for their products is relatively price inelastic (between 0 and -1), raising the price will lead to an increase in total revenue
However, lowering the price will lead to a fall in total revenue
Price skimming strategies are best employed for products that are price inelastic in demand
If demand for their products is relatively price elastic (PED > -1), raising the price will lead to a fall in total revenue
However, lowering the price will lead to a rise in total revenue
Competitive pricing strategies are best employed for products that are price elastic in demand
Price elasticity of demand and total revenue
Price elastic demand

PED is greater than 1
An increase in selling price reduces the total amount of revenue generated from sales
A reduction in selling price increases the total amount of revenue generated from sales
Price inelastic demand
PED is between 0 and 1
An increase in selling price increases the total amount of revenue generated from sales
A reduction in selling price reduces the total amount of revenue generated from sales
Limitations of price elasticity of demand
Price elasticity of demand (PED) can help businesses decide how much to charge for their products by showing how sensitive customers are to price changes
However, relying too much on PED when making decisions can lead to problems, especially if the data is wrong or if other important factors are ignored

Difficult to measure accurately
PED calculations need reliable data on how demand changes with price, which can be hard to collect
E.g. A business may not know exactly how much demand will fall if it raises prices by 10%
Assumes other factors stay the same
PED only looks at price and demand, but things like income, trends or marketing also affect sales
E.g. A fashion brand may raise prices expecting little change in demand, but a trend shift makes the item less popular
Not useful for new products
Without past data, it’s hard to estimate PED for products that haven’t been sold before
E.g. A tech company launching a new gadget can’t predict how price changes will affect demand
Ignores competitor actions
PED doesn’t consider how rival businesses might respond to a price change
E.g. A supermarket lowers prices to boost sales, but rivals do the same, so demand stays unchanged
Customer behaviour can change
PED is not fixed – it can change as customer preferences or incomes change
E.g. Petrol demand may become more elastic as electric cars become more common
Limited use beyond pricing
PED mainly helps with pricing decisions, not choices like product design, location or hiring
However, it can give clues about brand strength or customer loyalty, which may influence other areas
Short versus long-term effects
Demand might be inelastic in the short term but more elastic in the long term as customers adjust
E.g. A mobile network raises prices and sees little change at first, but over time people switch providers
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