Definition of PED

The Allocation of Resources – Price Elasticity of Demand (PED)

Definition of PED

Price Elasticity of Demand (PED) measures how much the quantity demanded of a good changes when its price changes. It tells us whether consumers are price sensitive or not.

Think of it like this: If the price of your favourite snack rises, will you buy much less, or will you still buy almost the same amount? PED captures that reaction.

Formula Interpretation
$${\displaystyle PED = \frac{\% \Delta Q_d}{\% \Delta P}}$$
  • Positive value (always positive because we use absolute values)
  • Higher value → more elastic (big change in quantity for a small price change)
  • Lower value → inelastic (small change in quantity for a big price change)

Quick Example with Emojis

📦 Product: Ice Cream 🍦 📈 Price increases by 20% (from $2 to $2.40) 📉 Quantity demanded falls by 10% (from 100 units to 90 units)

$${\displaystyle PED = \frac{10\%}{20\%} = 0.5}$$

Since 0.5 < 1, demand is inelastic – people still buy a lot of ice cream even when it’s more expensive.

Analogy: The “Elastic Band”

Imagine an elastic band stretched between your fingers.

  • 🔧 Elastic demand: The band snaps back quickly – quantity changes a lot when price changes.
  • 🧱 Inelastic demand: The band is stiff – quantity hardly changes even if price changes.
This visual helps remember that the elasticity value tells us how “stretchy” demand is.

Exam Tips

  1. Always use the absolute value of PED in your answer.
  2. Remember: PED > 1 → elastic, PED < 1 → inelastic, PED = 1 → unit‑elastic.
  3. Show the calculation step‑by‑step: write the percentage changes, then divide.
  4. Use a short example (like the ice cream) to illustrate your point.
  5. Highlight the implication for firms: if demand is elastic, a price cut can increase revenue.

Revision

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