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Price Elasticity of Demand: Formula, CPG Benchmarks & Worked Examples

The fundamental measure of how consumers respond to price changes.

Updated 23 April 2026From the Pricing module, lesson 1: Price Elasticity of Demand
What it is

What is Price Elasticity?

Price Elasticity of Demand (PED) measures the percentage change in quantity demanded resulting from a one percent change in price. It answers the most fundamental question in pricing: "If I change my price, what happens to my volume?"

The sign convention

Elasticity is almost always negative. When price goes up, demand goes down. By convention in FMCG, practitioners often express it as a positive number (e.g., "elasticity of 2.0"), but the direction is understood: a 1 percent price increase leads to a roughly 2 percent volume decline.

Point vs arc elasticity

Pricing analytics distinguishes between point elasticity (responsiveness at a specific price) and arc elasticity (average responsiveness over a range). Both are essential, but they serve different purposes. Point elasticity is theoretical precision. Arc elasticity is what you actually measure from real sales data.

ε = -1.0
the unit elastic threshold

An elasticity of exactly -1.0 is the break-even point for revenue. The volume lost precisely offsets the higher price, leaving total revenue unchanged. Above and below that threshold sit two very different pricing regimes.

Demand curve at three elasticities, same starting pointSame starting price, same 5% rise. Three category elasticities give three very different volume losses.Volume (units per month)Price ($)0$5ε = -1.0inelastic (premium)ε = -1.8typical CPG brandε = -2.6elastic (value, PL)$4.29, 50K unitsAfter +5% price: ε = -1.0 loses 5% volume, ε = -1.8 loses 9%, ε = -2.6 loses 13%.
Formula & calculation

The Core Formulas

Three formulas matter. The first is the discrete approximation you compute from any two observed price points. The second is the textbook continuous form. The third is the one you actually use on real data.

Point elasticity (discrete approximation)

e = (ΔQ / Q) / (ΔP / P)
Point elasticity, the discrete-data form

Use when you have a baseline volume Q and a small price change ΔP. Reasonable for moves of less than 10 percent.

Point elasticity (continuous form)

e = (P / Q(P)) x Q'(P)
Point elasticity, the continuous calculus form

The textbook calculus form. Useful when you have a fitted demand function Q(P).

Arc elasticity (midpoint method)

e = [(Q2 - Q1) / ((Q2 + Q1)/2)] / [(P2 - P1) / ((P2 + P1)/2)]
Arc elasticity, the symmetric midpoint form

The version used when you have two observed price points (P1, Q1) and (P2, Q2) and want a single elasticity that does not depend on which direction you ran the change. This is what most price tests report.

The three regimes

  • Inelastic (|e| < 1): volume drops less than price rises. Revenue increases with a price hike.
  • Unit elastic (|e| = 1): the break-even point. Revenue stays flat through small price changes.
  • Elastic (|e| > 1): volume drops more than price rises. Revenue falls with a price hike.
ε = -2.62
mean across more than 1,800 published brand-level estimates

This is the single most-cited number in pricing, drawn from a large meta-analysis of brand-level studies. Most mainstream FMCG categories sit between -1.5 and -2.5 at the brand level. Premium tiers run -0.8 to -1.5. Value tiers and private label run -2.5 to -3.5. The practical ceiling commercial teams use for pricing decisions is around -1.7 to -1.8.

Worked example

Biscuits Category: a Real Scenario

CrunchField Premium Cookies are priced at $4.29 per pack, selling 50,000 units per month. The category manager estimates a price elasticity of -1.8.

Scenario: a 5 percent price increase to $4.50

The volume math

  • Expected volume change: -1.8 x 5% = -9.0%
  • New volume: 50,000 x (1 - 0.09) = 45,500 units

The revenue math

  • Revenue before: $4.29 x 50,000 = $214,500
  • Revenue after: $4.50 x 45,500 = $204,750
-$9,750
revenue impact (-4.5%) from a 5% price hike at ε = -1.8

Because |ε| > 1.0, the volume loss more than offsets the higher price. This price increase destroys revenue. The straightforward read on the elasticity coefficient says the move fails.

Practitioner insight

How Practitioners Use It

In FMCG, elasticity is the single most important pricing input. Four working rules separate the people who use it well from the people who quote one number and walk away.

Calibrate to the segment, not the category

Most mainstream FMCG categories sit between -1.5 and -2.5 at brand level. Premium segments tend to be less elastic (-0.8 to -1.5). Value and private label tend to be more elastic (-2.5 to -3.5). The category mean is a starting point, not the answer.

-1.7 to -1.8
working ceiling for CPG pricing decisions

Elasticity is not constant

It changes with the competitive environment, the economic cycle, the season, and the magnitude of the price change. A 3 percent increase might face an elasticity of -1.8, while a 15 percent increase in the same category could show -3.0 because you have pushed beyond psychological thresholds.

Triangulate, never trust one number

Three sources should agree before you commit a price decision:

  1. Econometric model fitted to historical sales and price data
  2. Price test run in matched-store cells over a controlled window
  3. Category manager intuition informed by competitive context

When all three disagree, dig deeper. When two agree and one is an outlier, trust the two and investigate the outlier.

Base elasticity and promotional elasticity are different numbers

A brand can be elastic on promo (responsive to a 20 percent off feature) but inelastic on base price (a 5 percent shelf-price rise barely moves volume). Or vice versa.

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