Business

Price Elasticity Calculator

Enter original and new prices and quantities to calculate price elasticity of demand and revenue impact.

Updated June 2026 · Editorial standards

Price & Demand

$
$
Price Elasticity
1.0000 (unit elastic)
Price Change
20.00%
Quantity Change
-20.00%
Revenue Change
-$400

Elasticity = -1.0000 (unit elastic). Price +20.0% caused demand -20.0%. Revenue decreased by $400.Elastic demand (|e| > 1): raising price reduces revenue. Inelastic demand (|e| < 1): raising price increases revenue. Essential goods (fuel, medication) tend to be inelastic.

By the KalkWise Editorial Team Reviewed for accuracy Updated June 2026

What is the price elasticity calculator — demand sensitivity to price?

In short

Price elasticity of demand = % change in quantity ÷ % change in price. If a 10% price increase reduces demand by 15%, elasticity = −1.5 (elastic). If demand falls only 5%, elasticity = −0.5 (inelastic). Elastic goods lose revenue from price increases.

Calculates price elasticity of demand from before/after price and quantity data, and shows whether demand is elastic or inelastic and the revenue impact.

How to use this calculator

  1. 1Enter the original price and quantity sold.
  2. 2Enter the new price and new quantity sold after the price change.

The formula

PED=ΔQ/QΔP/P
|PED| > 1 = elastic; |PED| < 1 = inelastic
PED = (ΔQ ÷ Q) ÷ (ΔP ÷ P); |PED| > 1 = elastic; |PED| < 1 = inelastic; |PED| = 1 = unit elastic
PED
Price elasticity of demand
ΔQ
% change in quantity
ΔP
% change in price

Worked example

The scenario

Price raised from $10 to $11 (10%), quantity fell from 1,000 to 850 units (−15%).

gives

The result

Elasticity: −1.5 (elastic). Revenue before: $10,000. Revenue after: $9,350. Revenue change: −$650.

Common use cases

  • Determine if a price increase will grow or shrink revenue.
  • Evaluate competitive pricing strategy.
  • Model demand sensitivity for a new product launch price.
  • Compare elasticity across product lines to prioritize pricing decisions.

Limitations & assumptions

  • Elasticity changes at different price points — it's not constant across the demand curve.
  • Requires clean before/after data; confounding factors (seasonality, competition) complicate real measurement.
  • Cross-price elasticity (substitutes/complements) is not modeled.
  • Assumes all else is equal — in practice, marketing, quality, and competitor actions change simultaneously.

Frequently asked questions

Elastic (|PED| > 1): quantity changes more than proportionally to price — raising price loses revenue. Inelastic (|PED| < 1): quantity changes less — raising price gains revenue. Luxury goods, necessities like insulin, and utilities with no substitutes tend to be inelastic.

Disclaimer: KalkWise calculators are provided for general informational and educational purposes only and do not constitute financial, investment, tax, or legal advice. Results are estimates based on the figures you enter and the assumptions described above. Actual outcomes will vary. Consult a qualified professional before making financial decisions.