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How are exchange rates determined, and what are the effects of a change in the exchange rate?

Exchange rate determination, the effects of changes in the exchange rate, the use of exchange rate policy and the Marshall-Lerner condition.

A focused answer to the WJEC A-Level Economics topic of exchange rates, covering how floating exchange rates are determined, the effects of appreciation and depreciation, exchange rate policy and the Marshall-Lerner condition and J-curve, with UK examples.

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What this dot point is asking

WJEC wants you to explain how a floating exchange rate is determined, the effects of an appreciation or depreciation, the use of exchange rate policy, and the role of the Marshall-Lerner condition and J-curve.

The answer

Exchange rate determination

Demand for a currency comes from foreigners wanting to buy the country's exports, to invest in it (foreign direct and portfolio investment), or to hold it as a reserve or speculative asset; supply comes from residents wanting foreign currency for the opposite reasons. The rate rises (appreciates) when demand for the currency rises (stronger exports, higher domestic interest rates attracting capital, greater confidence) and falls (depreciates) when supply rises or demand falls. Because financial flows dwarf trade flows, interest rates, speculation and confidence often move the rate more than trade does in the short run.

Effects of appreciation and depreciation

A depreciation can be remembered by the acronym idea that it helps exporters and hurts importers: SPICED (Strong Pound, Imports Cheap, Exports Dear) reversed. The boost to net exports raises AD, output and employment, but dearer imported food, fuel and components raise the price level and firms' costs. An appreciation eases inflation and benefits import-dependent firms and consumers but harms exporters' competitiveness. Exchange rate policy can be used deliberately: a central bank can influence the rate through interest rates or, in a managed system, through buying and selling currency, though a freely floating rate is left to the market.

The Marshall-Lerner condition and the J-curve

A depreciation improves the current account only if the combined price elasticity of demand for exports and imports exceeds one in absolute value (the Marshall-Lerner condition). If demand is elastic enough, the rise in export volumes and fall in import volumes outweigh the worse price paid per import, so the trade balance improves. The J-curve describes the path over time: in the short run elasticities are low (contracts are fixed, buyers slow to switch), so the current account may worsen first as dearer imports cost more before volumes adjust; as elasticities rise over time the condition is met and the balance improves, tracing a "J". This is why a depreciation may not help the trade balance immediately even if it does eventually.

Examples in context

Example 1. Sterling's fall after the EU referendum. The pound depreciated sharply in 2016 after the EU referendum. As predicted, this raised the cost of imported goods and fed into higher consumer price inflation, while making UK exports and tourism more competitive. The episode is a clear illustration of the twin effects of depreciation: improved competitiveness for exporters set against cost-push inflation from dearer imports.

Example 2. The J-curve and a slow trade response. After a large depreciation, trade balances often worsen before they improve, because import and export volumes take time to respond while prices change immediately. Studies of various currency falls show this J-curve pattern, with the current account dipping for several quarters before recovering. It explains why governments and markets do not expect an instant improvement in the trade balance from a weaker currency, even when the Marshall-Lerner condition ultimately holds.

Try this

Q1. Explain what happens to exports and imports when a currency depreciates. [2 marks]

  • Cue. Exports become cheaper to foreign buyers and imports become more expensive to domestic buyers, so export demand tends to rise and import demand to fall.

Q2. State the Marshall-Lerner condition. [2 marks]

  • Cue. A depreciation improves the current account only if the sum of the price elasticities of demand for exports and imports is greater than one in absolute terms.

Exam-style practice questions

Practice questions written in the style of WJEC exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.

WJEC 20196 marksExplain the likely effects of a depreciation of a country's currency on its economy.
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Define depreciation as a fall in the value of a currency against others in a floating system.

Explain the trade effects: exports become cheaper to foreigners and imports dearer to domestic buyers, so demand for exports rises and for imports falls, tending to improve the current account and raise aggregate demand.

Add the inflation effect: dearer imports raise the cost of imported goods and inputs, causing cost-push inflation and possibly higher SRAS costs.

Note the current account improvement depends on the Marshall-Lerner condition (price elasticities of demand for exports and imports summing to more than one) and may follow a J-curve over time.

Markers reward the competitiveness effect on exports and imports, the inflation effect, and a reference to elasticity.

WJEC 20228 marksExamine the importance of the Marshall-Lerner condition for the effect of a depreciation on the current account.
Show worked answer →

State the Marshall-Lerner condition: a depreciation improves the current account only if the sum of the price elasticities of demand for exports and imports is greater than one (in absolute terms).

Explain why: if demand is elastic enough, the rise in export volumes and fall in import volumes outweigh the worsening in the price of each import, so the trade balance improves.

Introduce the J-curve: in the short run elasticities are low, so the current account may worsen first (dearer imports, volumes slow to adjust) before improving as elasticities rise over time.

Evaluate: the condition is usually met in the long run, so a depreciation tends to improve the current account eventually, but not immediately.

Top answers state the condition precisely, explain the elasticity logic and link it to the J-curve over time.

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