In a market economy the three fundamental allocation questions are:
The price mechanism answers these questions by turning information about scarcity, costs and willingness to pay into price signals. The flow is shown in the diagram below:

Definition: Demand is the quantity of a good or service that buyers are willing and able to purchase at each possible price, ceteris paribus.
Individual demand schedules (price £, quantity demanded):
| Price (£) | Consumer A | Consumer B |
|---|---|---|
| 2 | 4 | 3 |
| 4 | 2 | 1 |
| 6 | 0 | 0 |
Market demand at each price = A + B:
| Price (£) | Market demand |
|---|---|
| 2 | 7 |
| 4 | 3 |
| 6 | 0 |
This horizontal addition produces the market‑demand curve.
Price (P) is plotted on the vertical axis, quantity demanded (Qd) on the horizontal axis. The curve slopes downwards because, other things being equal, a lower price encourages a larger quantity demanded.

| Determinant | Effect on demand curve |
|---|---|
| Income (normal goods) | Shift right (increase) |
| Income (inferior goods) | Shift left (decrease) |
| Tastes & preferences | Right if favour, left if disfavour |
| Prices of related goods | Substitutes ↑ → right; Complements ↑ → left |
| Expectations of future price/availability | Higher expected future price → right now |
| Number of buyers | More buyers → right |
Definition: Supply is the quantity of a good or service that producers are willing and able to sell at each possible price, ceteris paribus.
Three farms supply wheat as follows (price £/ton, quantity supplied):
| Price (£) | Farm X | Farm Y | Farm Z |
|---|---|---|---|
| 100 | 20 | 15 | 10 |
| 120 | 30 | 25 | 20 |
| 140 | 40 | 35 | 30 |
Market supply = X + Y + Z:
| Price (£) | Market supply |
|---|---|
| 100 | 45 |
| 120 | 75 |
| 140 | 105 |
This horizontal addition gives the market‑supply curve.
Price (P) on the vertical axis, quantity supplied (Qs) on the horizontal axis. The curve slopes upwards because a higher price makes it profitable to produce more.

| Determinant | Effect on supply curve |
|---|---|
| Input prices | Higher input cost → left (decrease) |
| Technology | Improvement → right (increase) |
| Number of sellers | More sellers → right |
| Expectations of future price | Higher expected future price → left now |
| Taxes & subsidies | Tax ↑ → left; Subsidy ↑ → right |
| Prices of related goods (alternative products) | Higher alternative price → right |
The market‑clearing (equilibrium) price is where the quantity demanded equals the quantity supplied. At this point there is no surplus or shortage.
Suppose:
\[
Q_d = 100 - 2P \qquad\text{(demand)}
\]
\[
Q_s = 20 + 3P \qquad\text{(supply)}
\]
Set \(Qd = Qs\) and solve for the equilibrium price \(P^*\):
Substitute \(P^* = 16\) back into either equation to find the equilibrium quantity:
Hence the equilibrium is P* = £16 and Q* = 68 units.
Diagram (ceteris paribus)

| Shift | Effect on price | Effect on quantity | Implication for revenue / expenditure |
|---|---|---|---|
| Demand ↑ (right) | Price ↑ | Quantity ↑ | Consumer expenditure ↑; firms’ total revenue ↑ if demand is inelastic, ↓ if elastic. |
| Demand ↓ (left) | Price ↓ | Quantity ↓ | Consumer expenditure ↓; firms’ revenue ↓ if demand is inelastic, ↑ if elastic. |
| Supply ↑ (right) | Price ↓ | Quantity ↑ | Consumers pay less; firms’ revenue may fall if price falls more than quantity rises. |
| Supply ↓ (left) | Price ↑ | Quantity ↓ | Consumers pay more; firms may earn higher revenue per unit but sell fewer units. |
Definition: PED measures the responsiveness of the quantity demanded to a change in price.
Formula
\[
\text{PED} = \frac{\%\;\text{change in quantity demanded}}{\%\;\text{change in price}}
= \frac{\Delta Q/Q}{\Delta P/P}
\]
Interpretation
| Determinant | Effect on elasticity |
|---|---|
| Availability of close substitutes | More substitutes → more elastic |
| Proportion of income spent on the good | Higher proportion → more elastic |
| Nature of the good (luxury vs. necessity) | Luxuries → more elastic |
| Time horizon | Longer period → more elastic |

Definition: PES measures the responsiveness of the quantity supplied to a change in price.
Formula
\[
\text{PES} = \frac{\%\;\text{change in quantity supplied}}{\%\;\text{change in price}}
= \frac{\Delta Qs/Qs}{\Delta P/P}
\]
Interpretation
| Determinant | Effect on elasticity |
|---|---|
| Time period | Long run → more elastic (firms can adjust plant size) |
| Availability of inputs | Easier access → more elastic |
| Mobility of factors of production | Higher mobility → more elastic |
| Capacity utilisation | Low utilisation → more elastic |

| Aspect | Buyers (Consumers) | Sellers (Producers) |
|---|---|---|
| Primary objective | Maximise utility from limited income | Maximise profit |
| Key decision factor | Preferences, income, price, expectations | Cost of production, technology, price, expected profit |
| Influence on price | Through the demand curve (willingness to pay) | Through the supply curve (costs and willingness to sell) |
| Signal to the other side | Higher willingness to pay → higher price signal | Higher marginal cost → need for a higher price to cover costs |
| Effect of a change | Shift in demand changes equilibrium price & quantity | Shift in supply changes equilibrium price & quantity |
The price mechanism answers the three allocation questions by turning buyers’ willingness to pay and sellers’ willingness to produce into a market‑clearing price. Demand reflects consumer preferences and income; supply reflects producers’ costs and technology. Equilibrium is reached where the two curves intersect, and any surplus or shortage creates pressure that moves the price back toward equilibrium. The responsiveness of demand and supply—measured by PED and PES—determines how changes in price affect total revenue, consumer expenditure and the speed of resource re‑allocation. Mastery of these concepts enables students to analyse real‑world market outcomes and to evaluate the efficiency of resource allocation in a market economy.
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