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Price Elasticity of Demand Calculator

Calculate price elasticity using the midpoint formula to determine demand sensitivity to price changes

Calculate Price Elasticity of Demand

Initial Price Point

$

Final Price Point

$

Please enter all required values with different price points to calculate price elasticity of demand.

Example: TV Store Pricing

Scenario

Product: Television sets

Initial pricing: $800 → 200 units sold per month

New pricing: $700 → 250 units sold per month

Calculation

Quantity change: (250-200)/((250+200)/2) = 50/225 = 0.222

Price change: (700-800)/((700+800)/2) = -100/750 = -0.133

PED = 0.222 / -0.133 = -1.67

Result: Elastic demand - price decrease increases revenue

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Elasticity Classification

Perfectly Elastic (PED = -∞)
Any price increase causes demand to drop to zero
Elastic (PED < -1)
Demand highly sensitive to price changes
Unit Elastic (PED = -1)
Price change equals demand change
Inelastic (-1 < PED < 0)
Demand less sensitive to price
Perfectly Inelastic (PED = 0)
Demand doesn't change with price

Pricing Strategy Tips

Elastic products: Lower prices to increase revenue

Inelastic products: Higher prices may increase revenue

Luxury goods: Typically elastic

Necessities: Typically inelastic

Understanding Price Elasticity of Demand

What is Price Elasticity of Demand?

Price elasticity of demand (PED) measures how responsive consumer demand is to changes in price. It helps businesses understand whether they should raise or lower prices to maximize revenue.

Key Factors Affecting Elasticity

  • Availability of substitutes
  • Whether the product is a necessity or luxury
  • Time frame for adjustment
  • Proportion of income spent on the product

Midpoint Formula

PED = [(Q₁-Q₀)/((Q₁+Q₀)/2)] / [(P₁-P₀)/((P₁+P₀)/2)]

  • P₀: Initial price
  • P₁: Final price
  • Q₀: Initial quantity
  • Q₁: Final quantity

Why midpoint formula? It gives the same elasticity value regardless of whether price increases or decreases.

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