Price Elasticity of Demand Calculator
Calculate how sensitive customer demand is to price changes using the midpoint (arc elasticity) method. Know if raising prices will help or hurt revenue.
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Formula
Price Elasticity of Demand (PED) measures how much quantity demanded changes when price changes. Uses the midpoint method: % changes are calculated relative to the average of old and new values, making results consistent regardless of direction.
Worked Example
What is Price Elasticity of Demand?
- It reveals the direct impact of price adjustments on a company's total revenue.
- Classifies products as elastic (highly responsive) or inelastic (less responsive) to price changes.
- Highly dependent on factors like the availability of substitutes and necessity of the good.
- A critical metric for businesses aiming to optimize their pricing strategies and sales.
By understanding your product's price elasticity, you can make informed decisions that directly impact your bottom line. Use this calculator to quickly determine your PED and guide your pricing strategy.
You can also calculate changes using our Marginal Cost and Revenue Calculator, ROAS Break-Even Calculator or E-commerce Profit Calculator.
Frequently Asked Questions
What does elastic vs inelastic mean?
|PED| > 1 means elastic: demand is sensitive to price (a 1% price increase causes more than 1% drop in sales). |PED| < 1 means inelastic: demand barely changes with price (necessities like medicine).
Why use the midpoint method?
The midpoint (arc elasticity) method gives the same result regardless of whether you calculate the change from A→B or B→A. It uses the average of the two values as the base, avoiding asymmetry in simple percentage calculations.
How does this help pricing decisions?
If demand is elastic, raising prices will reduce revenue (lost volume outweighs higher price). If inelastic, raising prices increases revenue. This helps find the profit-maximizing price.
Is PED always negative?
For normal goods, yes - higher prices reduce demand, making PED negative. Economists often discuss the absolute value |PED| for convenience.
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