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Price elasticity of demand: calculation, values and determinants

Edexcel IAL Economics · WEC11 Markets in action

This lesson builds on the starter lesson on price elasticity of demand. It covers spec point 1.3.2.3 (a) to (d): definitions and formulae of the three demand elasticities, interpreting PED values from perfectly elastic to perfectly inelastic, and the factors that influence PED.

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The three elasticities of demand

An elasticity measures how responsive one variable is to a change in another.

% change = (new - original) / original x 100. Always use the original value as the base, as Pearson mark schemes do. Elasticities have no units.

Interpreting PED values

PED is negative for normal demand curves (price and quantity move in opposite directions), so economists compare its size, ignoring the minus sign:

Careful: slope is not the same as elasticity. Comparing steepness only works for two curves through the same point, and elasticity changes along a straight line (next lesson).

Factors that influence PED

The specification names five:

Time also matters: demand is usually more elastic in the long run as consumers find substitutes.

Exam technique: calculation questions

Pearson's 4-mark calculation questions typically give 1 knowledge mark for the formula and 3 application marks for working and the answer; a correct final answer with working earns full marks. Write the formula, calculate each percentage change separately, then divide. Give the sign and say what the value means ('-0.5, so demand is price inelastic').

Worked example

The price of a sandwich rises from $2.50 to $3.00 and daily sales fall from 400 to 360. Calculate the PED and interpret it.

  1. % change in quantity = (360 - 400) / 400 x 100 = -10%.
  2. % change in price = (3.00 - 2.50) / 2.50 x 100 = 20%.
  3. PED = -10 / 20 = -0.5.

Answer: PED = -0.5: price inelastic, since quantity changed by a smaller percentage than price.

Key idea: PED = %ΔQd / %ΔP (YED uses income, XED the price of another good). 0 = perfectly inelastic (vertical), infinity = perfectly elastic (horizontal), -1 = unitary. Substitutes, branding, share of income, addiction and durability determine PED.

Check yourself

  1. The price of a concert ticket falls from $40 to $36 and ticket sales rise from 1,000 to 1,250. Calculate the price elasticity of demand.
    Show answer

    -2.50. %ΔQ = 25%; %ΔP = -10%; PED = 25 / -10 = -2.5. Demand is price elastic.

  2. PED for a good is -0.4. Its price rises by 15%. By what percentage does quantity demanded change? (Give a negative number for a fall.)
    Show answer

    -6 %. %ΔQ = PED x %ΔP = -0.4 x 15 = -6%.

  3. A demand curve drawn as a vertical line has a PED of
    • infinity (perfectly elastic)
    • zero (perfectly inelastic)
    • minus one (unitary)
    • minus two (elastic)
    Show answer

    zero (perfectly inelastic). Quantity demanded is the same whatever the price.

  4. Successful brand advertising is most likely to make demand for a product
    • more price elastic
    • perfectly elastic
    • more price inelastic
    • unitary elastic
    Show answer

    more price inelastic. Loyal customers are less willing to switch when price rises.

  5. Why is demand for new washing machines likely to be more price elastic than demand for washing powder?
    • Buying a durable good can be postponed when its price rises
    • Washing machines have no substitutes
    • Washing powder takes a large share of income
    • Washing machines are addictive
    Show answer

    Buying a durable good can be postponed when its price rises. Households can keep their old machine for longer if prices rise.

  6. If PED is -1, a 10% rise in price causes quantity demanded to
    • fall by 1%
    • rise by 10%
    • fall by 10%
    • stay the same
    Show answer

    fall by 10%. Unitary elasticity: equal percentage changes in opposite directions.

  7. Explain why demand for cigarettes is likely to be price inelastic.
    Show answer

    Cigarettes are addictive (habit forming), so smokers continue to buy them when the price rises, and there are few close substitutes. Quantity demanded falls by a smaller percentage than the price rises.. Give a determinant and explain its effect on the size of the quantity response.

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Last updated 8 November 2026. Spotted a mistake? Tell us.