Imagine the economy as a giant pizza that keeps spinning. The households (the people who eat the pizza) give their labour to the firms (the pizza makers) in exchange for wages. The firms use these wages to buy goods and services from households and other firms. Money moves in a circle: households → firms (wages) → firms → households (goods & services). This continuous loop is the circular flow of income.
The flow can be visualised as a circle: Households → Firms (wages) → Firms → Households (goods & services). Taxes and government spending add extra arrows, while exports and imports connect the circle to the rest of the world.
| Component | What It Means | Determinants |
|---|---|---|
| Consumption (C) | Spending by households on goods & services. | Income, wealth, expectations, credit. |
| Investment (I) | Spending on capital goods by firms. | Interest rates, business confidence, technology. |
| Government Spending (G) | Public expenditure on goods & services. | Fiscal policy, political priorities. |
| Net Exports (NX) | Exports minus imports. | Exchange rates, foreign demand, trade policies. |
Consumption is the biggest part of AD. Economists describe it with the consumption function, which shows how households decide how much to spend based on their disposable income.
Think of it as the slice of pizza you always eat, no matter how much money you have. It’s the minimum level of spending that occurs even if disposable income is zero. Factors: basic needs, habits, and non‑income related expenses.
This is the extra toppings you add when you have more money. It depends on disposable income (Yd) and the marginal propensity to consume (b), which tells us how much of each extra pound is spent. If b = 0.8, then 80 % of any additional income is spent.
| Formula | Explanation |
|---|---|
| \$C = a + bY_d\$ | \$a\$ = autonomous consumption, \$b\$ = marginal propensity to consume, \$Y_d\$ = disposable income. |
Suppose \$a = 200\$ £, \$b = 0.8\$, and \$Y_d = 1,000\$ £.
Then \$C = 200 + 0.8 \times 1,000 = 200 + 800 = 1,000\$ £.