Market supply = Σ (individual supplies) at a given price.
The market‑supply curve is upward‑sloping because a higher price gives producers a greater incentive to increase output.
Mathematically (syllabus notation):
\$Q_s = f\big(P,\; \text{input prices},\; \text{technology},\; \text{expectations},\; \text{number of sellers},\; \text{taxes/subsidies},\; \text{regulation}\big)\$
A movement along the curve occurs only when the price of the good itself changes, while all other determinants remain constant.
| Price change | Direction of movement | Result for quantity supplied |
|---|---|---|
| Price rises | Upward along the curve | Quantity supplied increases |
| Price falls | Downward along the curve | Quantity supplied decreases |
| No price change | No movement | Quantity supplied unchanged |
A shift occurs when any determinant other than the good’s own price changes. The whole curve moves:
| Determinant | Effect on supply | Resulting shift | Typical example |
|---|---|---|---|
| Input‑price fall (raw material, labour, energy) | Lower marginal cost | Extension (right) | Cheaper wheat → more bread supplied |
| Input‑price rise | Higher marginal cost | Contraction (left) | Higher oil price → less gasoline supplied |
| Technology improvement | More efficient production | Extension | Robotic assembly line in car factories |
| Technology setback or obsolescence | Less efficient production | Contraction | Factory fire destroys equipment |
| Number of sellers – entry of new firms | More producers in the market | Extension | New mobile‑phone manufacturers appear |
| Number of sellers – exit of existing firms | Fewer producers | Contraction | Bankrupt dairy farms leave the market |
| Expectations of future price – expected fall | Produce more now to avoid lower future price | Extension | Farmers plant extra wheat anticipating a price drop |
| Expectations of future price – expected rise | Withhold output for later sale | Contraction | Oil firms store crude for later sale |
| Taxes (indirect tax) – introduction | Higher marginal cost | Contraction | Excise duty on cigarettes |
| Subsidies – introduction | Lower marginal cost | Extension | Government subsidises solar panels |
| Regulation – stricter standards | Higher compliance cost | Contraction | Emission caps on factories |
| Regulation – relaxation of standards | Lower compliance cost | Extension | Fewer permits required for food‑processing plants |
| Government intervention – maximum price (price ceiling) | Legal limit below equilibrium price | Contraction (quantity supplied falls) | Rent control on apartments |
| Government intervention – minimum price (price floor) | Legal limit above equilibrium price | Extension (quantity supplied rises) | Minimum wage for agricultural workers |
| Privatisation | State‑owned firm becomes private → profit motive increases | Extension | Privatised electricity company expands output |
| Nationalisation | Private firm taken into public ownership → profit motive may fall | Contraction | Nationalised railways reduce service frequency |
| Direct provision (state supplies the good) | Government becomes a producer, often at a set price | Extension (if government adds to total supply) | State‑run hospitals increase health‑service output |
| Quotas (output limits) | Legal limit on total quantity that can be produced | Contraction | Fishing quota on cod reduces total catch |
Definition (exact syllabus wording): PES measures the responsiveness of the quantity supplied to a change in price.
Formula (percentage‑change form):
\$\text{PES} = \frac{\% \Delta Q_s}{\% \Delta P}\$
where %Δ = (new – old) / old × 100.
| Initial situation | After price change |
|---|---|
| Price = £10 per kg Quantity supplied = 200 kg | Price rises to £12 per kg Quantity supplied rises to 260 kg |
Step 1 – %ΔP
\$\% \Delta P = \frac{12-10}{10}\times 100 = 20\%\$
Step 2 – %ΔQs
\$\% \Delta Q_s = \frac{260-200}{200}\times 100 = 30\%\$
Step 3 – PES
\$\text{PES} = \frac{30\%}{20\%}=1.5\$
Interpretation: PES > 1 → elastic supply. Producers are relatively responsive to price changes.
PES = %ΔQs ÷ %ΔP, state whether supply is elastic, unit‑elastic or inelastic, and mention the key factor(s) influencing that elasticity.Your generous donation helps us continue providing free Cambridge IGCSE & A-Level resources, past papers, syllabus notes, revision questions, and high-quality online tutoring to students across Kenya.