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Price elasticity of demand calculator

Measure demand responsiveness between two observations using midpoint percentages.

Elasticity magnitude

1.222222

Formula

Elasticity = |[(Q2−Q1)/(Q2+Q1)] / [(P2−P1)/(P2+P1)]|.

Elasticity magnitude ≈ abs((((80)-(100))÷((80)+(100)))÷(((12)-(10))÷((12)+(10))))

How to use

  1. Enter two different positive prices in one currency.
  2. Enter the corresponding positive quantities in the same units.
  3. Read the absolute midpoint elasticity.

Examples

  • Price 10 to 12 and quantity 100 to 80: elasticity ≈ 1.222222.

Frequently asked questions

What does a value of 1 mean?

Quantity and price have equal proportional changes; above 1 is elastic, below 1 inelastic.

Why are identical prices rejected?

The percentage price change would be zero, making the ratio undefined.

Does this prove a price effect?

No. Use comparable demand observations with other conditions held constant.

Sources

Updated:

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