Use elasticity estimates carefully

H2 Economics - syllabus 9570, 2026

Original teaching notes

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An estimate informs a decision; it does not settle every objective.

An elasticity estimate is tied to a market definition, group, period, data and assumptions. It can help predict a response or compare options, but it is not a guarantee. A business considering a price change must also consider costs, capacity and rivals; a government considers affordability and wider effects as well as revenue or consumption. Observed price and quantity changes can reflect simultaneous demand and supply changes, so their ratio alone may not identify PED or PES. Explain which condition matters and how a different condition would change the recommendation.

Scope
An estimate measures responsiveness for particular products, people, dates and prices. It may not describe a different group or a much larger price change.
Decision
Combine predicted responses with costs, constraints and the decision maker's objective.
Evidence
Price and quantity data alone do not show which curve changed. To interpret them as PED, demand must be unchanged; for PES, supply must be unchanged.

Use a qualified prediction

Small-change approximation

Predicted percentage quantity change is approximately PED x percentage price change. This uses the estimate near the conditions where it was measured, often called a local approximation. A large price change may cross ranges with different responsiveness.

Other determinants

Changes in income, preferences, rivals, quality or costs can make actual outcomes differ from a ceteris-paribus prediction.

Decision threshold

State what evidence would change the recommendation, such as extra costs exceeding the expected revenue gain.

Distribution

A low quantity response does not prove affordability or no hardship: buyers may maintain necessary purchases while sacrificing other spending.

Worked example: Should a sports centre reduce admission prices?

A centre estimates PED of -1.5 for weekday visits by nearby students. It considers a small 4% weekday price cut, with spare capacity. Weekend visitors and tourists were not studied.

  1. For this small change, predicted quantity change is approximately (-1.5) x (-4%) = +6%. This uses the estimate near the measured price and assumes other influences remain unchanged.
  2. Elastic demand supports a possible increase in admission revenue over this small change. If those percentage changes occurred exactly, the revenue factor would be 0.96 x 1.06 = 1.0176, about a 1.76% increase.
  3. More visits may add cleaning, staffing or congestion costs. Revenue growth alone does not prove higher profit or a better experience.
  4. Do not transfer the coefficient automatically to weekend tourists or a large price cut. A limited trial and evidence on costs and attendance could change the decision.

Watch out for this

A PED estimated for one customer group predicts every customer's response.

The estimate may vary by group, market scope, price range and time horizon. State the conditions under which it is being used.

Check your understanding

A shop changes its price while a major advertising campaign also changes tastes. Can the ratio of observed sales and price percentage changes alone establish PED?

  1. Yes, because any two price and quantity observations reveal the demand curve.
  2. No, so the observations contain no useful information of any kind.
  3. No; the taste change must be accounted for before identifying the own-price response.

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