Price elasticity of demand measures how sensitive your customers are to price changes. It's the ratio of the percentage change in demand to the percentage change in price.
Elasticity = % Change in Demand ÷ % Change in Price
A price elasticity of −1.5 means a 10% price increase reduces demand by 15%.
Elastic vs inelastic demand
| Elasticity | Type | Revenue effect of price increase |
|---|---|---|
| |E| < 0.5 | Highly inelastic | Revenue increases significantly |
| 0.5 < |E| < 1 | Inelastic | Revenue increases |
| |E| = 1 | Unit elastic | Revenue unchanged |
| 1 < |E| < 2 | Elastic | Revenue decreases |
| |E| > 2 | Highly elastic | Revenue decreases sharply |
Typical elasticity values by market
Most B2B SaaS products have elasticity between −0.5 and −1.2 — meaning pricing power is moderate to strong. This is why SaaS companies can raise prices by 10–20% and retain most customers.
| Market | Typical elasticity |
|---|---|
| Necessity software (payroll, accounting) | −0.3 to −0.6 |
| B2B SaaS (tools) | −0.6 to −1.2 |
| Consumer subscription | −1.0 to −2.0 |
| Physical commodities | −1.5 to −4.0 |
| Luxury goods | −0.3 to −0.8 |
When to use this calculator
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Before a price increase: enter your current elasticity estimate to see the demand drop and net revenue change. If revenue increases despite some churn, the price increase is financially rational.
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Modeling a discount: a price decrease increases demand but may reduce revenue if demand is inelastic. This calculator shows when discounts are self-defeating.
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Comparing pricing tiers: compare revenue at $49, $79, and $99 under different elasticity assumptions to find the revenue-maximizing price.
Estimating your own elasticity
The best approach: A/B test pricing. Show 50% of new visitors price A and 50% price B. Measure conversion rates. Elasticity ≈ (CR_B/CR_A − 1) / (Price_B/Price_A − 1).
If you can't A/B test: survey customers using Van Westendorp Price Sensitivity Meter (ask: "too cheap", "bargain", "expensive", "too expensive") to estimate the price range where demand is inelastic.
Frequently asked questions
What does this calculator do? Calculate how a price change affects demand and revenue based on price elasticity.