Edexcel A-level Economics A (9EC0) · 2.4 National income
Mini-Lesson
National income
This mini-lesson covers the whole of Edexcel Theme 2.4: the circular flow of income, income versus wealth, injections and withdrawals, equilibrium real national output using AD/AS, and — the centrepiece — the MULTIPLIER, with full calculations using both 1/(1 − MPC) and 1/MPW.
Four calculations here — all on the multiplier. It is the most heavily examined piece of arithmetic in Theme 2. Press Start.
2.4.1 · The circular flow of income
The circular flow of income
Households own the factors of production and supply them to firms. Firms pay factor incomes (wages, rent, interest, profit) for them, and households spend that income on the firms' output. Income flows round in a circle — hence the three ways of measuring national income are identical: output = income = expenditure.
Income vs wealth (2.4.1b).Income is a FLOW — money received per period (a £35,000 salary per year). Wealth is a STOCK — the value of assets held at a point in time (a house, a pension pot, shares). Income can be used to accumulate wealth; wealth can generate income (rent, dividends). Wealth in the UK is distributed far more unequally than income — and rising asset prices raise wealth inequality without touching income at all.
2.4.2 · Injections & withdrawals
Injections and withdrawals
Injections (J) = Investment + Government spending + Exports. Spending that enters the circular flow from outside the household–firm loop. Injections increase national income.
Withdrawals / leakages (W) = Savings + Taxation + Imports. Income that leaves the circular flow and is not passed on as demand for domestic output. Withdrawals reduce national income.
Equilibrium: J = Wif J > W national income RISES · if W > J national income FALLS
If injections exceed withdrawals, more is being spent on domestic output than is leaking out, so firms raise output and national income rises — until the higher income generates enough extra savings, tax and imports to restore J = W. The adjustment is automatic, and it happens through the multiplier process.
Game
Injection, withdrawal, or neither?
Careful — some of these are internal flows within the circle, not injections or withdrawals at all.
⬆️ Injection
⬇️ Withdrawal
🔄 Internal flow
2.4.3 · Equilibrium real national output
Equilibrium in the AD/AS model
Equilibrium real national output occurs where AD = AS. This determines both the equilibrium real output (Y) and the equilibrium price level (P) at the same time.
A rightward shift of AD raises both Y and P — how much of each depends on the steepness of AS at that point (2.3).
Reconciling the two models. The circular flow says equilibrium is where J = W. The AD/AS model says equilibrium is where AD = AS. These are the same statement. Injections (I + G + X) and withdrawals (S + T + M) are precisely the elements that determine AD, so J = W is the condition under which planned expenditure equals output and there is no tendency for income to change.
2.4.4 · The multiplier
The multiplier process
An injection does not raise national income by just its own value. The money is spent and re-spent. Every pound one person spends is another person's income — and they spend part of it too.
Trace it through. The government spends £100m on a new railway. Assume MPC = 0.8 (so MPW = 0.2).
The multiplier process, round by round
Round 1: construction workers and suppliers receive £100m of income.
Round 2: they spend 80% of it → £80m becomes someone else's income. (£20m leaks into savings, tax and imports.)
Round 3: those people spend 80% → £64m.
Round 4:£51.2m… and so on, each round smaller than the last.
Total: 100 + 80 + 64 + 51.2 + … = £500m. The initial £100m has been multiplied by 5.
k = 1 ÷ (1 − MPC) or k = 1 ÷ MPWMPW = MPS + MPT + MPM · Δ Real GDP = injection × k
The intuition: the multiplier is large when leakages are small — because more of each round of spending stays in the domestic circular flow and comes round again. A high MPS, a high tax rate or a high propensity to import all shrink the multiplier.
It works in reverse. A negative multiplier amplifies a cut in injections. Austerity that cuts G by £10bn with a multiplier of 1.5 reduces real GDP by £15bn — which is why the IMF publicly conceded in 2013 that it had underestimated fiscal multipliers in the post-2008 austerity programmes, and had therefore underestimated the damage.
Game
Match the propensity to its meaning
All four are fractions of each extra pound of income.
Term
Meaning
Calculate
Your turn — multiplier from the MPC
1In a simple economy the marginal propensity to consume is 0.8. Calculate the value of the multiplier.
2In an open economy with government, MPS = 0.10, MPT = 0.25 and MPM = 0.15. Calculate the multiplier.
multiplier
Hint: MPW = MPS + MPT + MPM = 0.10 + 0.25 + 0.15 = 0.50. k = 1 ÷ MPW = 1 ÷ 0.50. Notice how much smaller this is than the closed-economy answer — tax and imports are big leakages in a real economy.
Calculate
Your turn — the final change in real GDP
3The government increases capital spending by £15bn. The multiplier in this economy is 2.5. Calculate the final change in real GDP, in £bn.
£bn
Hint: Δ real GDP = injection × multiplier = 15 × 2.5. (A multiplier of 2.5 implies MPW = 1 ÷ 2.5 = 0.4.)
Calculate
Your turn — work backwards
4An initial injection of £8bn eventually raises real GDP by £32bn. Assuming a simple closed economy with no tax or trade, calculate the MPC.
MPC
Hint: first find the multiplier: k = ΔGDP ÷ injection = 32 ÷ 8 = 4. Then invert the formula: k = 1 ÷ (1 − MPC), so 1 − MPC = 1 ÷ 4 = 0.25, giving MPC = 1 − 0.25.
Check
What makes the multiplier bigger?
5Which of these would give an economy the largest multiplier?
Check
Injections and withdrawals
6In an economy, injections exceed withdrawals. What happens to national income?
2.4.4c & f · Effects of the multiplier
Why the multiplier matters
It magnifies every AD shift. The AD curve shifts right by far more than the initial injection — by the injection times k. Any policy that changes I, G or (X − M) has an amplified effect.
It amplifies the trade cycle. A fall in investment in a downturn is multiplied into a much larger fall in GDP. Combined with the accelerator (2.2.3), it produces the boom-and-bust dynamics of 2.5.
It is central to fiscal policy design. If k = 2, £10bn of extra spending buys £20bn of GDP — and the extra tax revenue from that growth partly pays for itself. If k = 0.5, it does not.
It makes the composition of a stimulus matter. Spending targeted at low-income households (who have a high MPC) or on domestically-produced infrastructure (low import content) has a bigger multiplier than a tax cut for the rich (high MPS) or a subsidy for imported goods.
Evaluation — why the real multiplier is smaller than the formula suggests. ❶ Crowding out: if the economy is near full capacity, government borrowing raises interest rates and bids resources away from the private sector, so private I and C fall as G rises. ❷ Spare capacity: if there is none, extra AD raises prices, not real output (2.3 classical LRAS) — the real multiplier collapses towards zero. ❸ Time lags: the rounds of spending take months or years. ❹ MPW is not constant: it changes with confidence and with income. ❺ Ricardian equivalence: if households expect today's borrowing to mean tomorrow's taxes, they save the stimulus instead of spending it. The multiplier is biggest exactly when it is needed most — in a deep recession with idle resources, where crowding out is minimal.
Evaluation
When is the multiplier small?
7A government uses the formula k = 1/MPW to predict that a £20bn stimulus will raise real GDP by £40bn. In which situation is the real effect on output most likely to be far smaller?
Check
Income and wealth
8House prices rise by 20% across the country. Nobody's salary changes. What has happened?
Recap
The big ideas to know
Circular flow: output = income = expenditure. Income is a FLOW; wealth is a STOCK.
Injections (J): I + G + X. Withdrawals (W): S + T + M. Equilibrium when J = W.
AD/AS equilibrium: AD = AS determines real output AND the price level. The split between the two depends on the steepness of AS.
Multiplier: k = 1 ÷ (1 − MPC) = 1 ÷ MPW, where MPW = MPS + MPT + MPM
Δ real GDP = injection × k. Small leakages ⇒ big multiplier. Works in reverse for cuts.
Evaluation: crowding out · no spare capacity (classical LRAS) · time lags · unstable MPW · Ricardian equivalence. The multiplier is biggest in a deep recession — exactly when it is needed.
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