Price Elasticity of Demand

Work in progress. This note is still being written and incomplete.

Price elasticity of demand (PED) measures the responsiveness of quantity demanded to a change in price.

Ed=% change in quantity demanded% change in priceE_d = \frac{\%\text{ change in quantity demanded}}{\%\text{ change in price}}

Because price and quantity demanded are inversely related, price elasticity of demand has a negative sign. It is commonly expressed using its absolute value.

Categories of Price Elasticity

TypeElasticityMeaning
Elastic Demand∣Ed∣>1\lvert E_d\rvert > 1Quantity demanded changes by a larger percentage than price
Inelastic Demand∣Ed∣<1\lvert E_d\rvert < 1Quantity demanded changes by a smaller percentage than price
Unit Elastic Demand∣Ed∣=1\lvert E_d\rvert = 1Quantity demanded changes by the same percentage as price
Perfectly Inelastic DemandEd=0E_d = 0Quantity demanded does not respond to price
Perfectly Elastic DemandEd=∞E_d = \inftyA very small price change causes a very large change in quantity demanded

Determinants of Price Elasticity

Elastic Demand

Demand tends to be more elastic when:

  • Many close substitutes are available.
  • The good takes up a large share of income.
  • The good is a luxury or non-essential.
  • Consumers have a longer time to adjust.
  • The market is narrowly defined.

Inelastic Demand

Demand tends to be more inelastic when:

  • Few or no close substitutes are available.
  • The good takes up a small share of income.
  • The good is a necessity or essential.
  • Consumers have little time to adjust.
  • The market is broadly defined.

Elasticity Along a Linear Demand Curve

Elasticity varies at different points along the same downward-sloping linear demand curve.

  • Upper-left region → More elastic
  • Middle region → Unit elastic
  • Lower-right region → More inelastic
Elasticity Along a Linear Demand Curve Price Quantity Demanded More elastic Unit elastic More inelastic D
Elasticity falls moving down the same straight-line demand curve D: the upper-left region is more elastic, the middle region is unit elastic, and the lower-right region is more inelastic.

For a straight-line demand curve, elasticity is therefore not constant even though the slope is constant.

Elasticity and Slope

Slope and elasticity are related but are not the same.

  • A straight-line demand curve can have a constant slope but changing elasticity.
  • A demand curve with constant elasticity does not have a constant slope.
Written by September 26, 2026 2 min read
Was this helpful?