Published by Patrick Mutisya · 14 days ago
The price elasticity of supply measures how responsive the quantity supplied of a good or service is to a change in its price. It is calculated as:
\$Es = \frac{\%\Delta Qs}{\%\Delta P}\$
Where:
The numerical value of \(E_s\) indicates the degree of responsiveness. The following categories are used in IGCSE Economics:
| PES \cdot alue (Range) | Interpretation | Typical Characteristics | Example |
|---|---|---|---|
| 0 (Exactly) | Perfectly Inelastic Supply | Quantity supplied does not change regardless of price movements. | Land in a fixed location; the amount of land cannot be increased. |
| 0 < \(E_s\) < 1 | Inelastic Supply | Quantity supplied changes, but proportionally less than the price change. | Perishable agricultural products where production cannot be quickly expanded. |
| \(E_s = 1\) | Unitary Elastic Supply | Percentage change in quantity supplied equals the percentage change in price. | Some manufactured goods where firms can adjust output at a constant rate. |
| \(E_s > 1\) | Elastic Supply | Quantity supplied changes proportionally more than the price change. | Products with flexible production capacity, such as clothing. |
| ∞ (Infinite) | Perfectly Elastic Supply | Any increase in price leads to an infinite increase in quantity supplied; producers are willing to supply any amount at a given price. | Highly competitive markets for a commodity where firms can instantly ramp up output, e.g., electricity from a large grid. |
Knowing the elasticity of supply helps policymakers and businesses predict how changes in market conditions (such as taxes, subsidies, or price controls) will affect the quantity produced and the overall market equilibrium.