Use the given exchange rate to convert the amount from pounds into euros, taking care with decimal accuracy.
Keep full precision during the calculation and round only at the end.
At Higher GCSE level, currency conversion questions are designed to test more than basic multiplication. You are expected to work confidently with decimals, interpret exchange rates accurately, and apply correct rounding at the end of the calculation. Exchange rates with three decimal places are especially common because they require careful attention to detail.
An exchange rate such as £1 = €1.245 means that every pound is worth one euro and 24.5 cents. Because the exchange rate is greater than 1, converting from pounds to euros will increase the numerical value. Recognising this helps you judge whether your final answer is sensible.
Before calculating, it is useful to estimate. For example, rounding €1.245 to €1.25 gives a quick estimate. Multiplying £275 by €1.25 would give a value just under €350, so the final answer should be slightly less than that.
Use a structured approach to reduce mistakes:
Rounding part-way through the calculation is a common Higher-tier error and often leads to an incorrect final answer.
Suppose the exchange rate is £1 = €1.238.
Convert £320 to euros.
Step 1: Estimate first. £320 × 1.25 ≈ €400, so the answer should be slightly lower.
Step 2: Multiply: 320 × 1.238 = 396.16
Step 3: Write the final amount → €396.16
If £1 = €1.192 and someone exchanges £415:
415 × 1.192 = 494.68 → €494.68
Accurate currency conversion is important in many real-world situations, such as:
Why do Higher GCSE questions use three-decimal exchange rates?
They test precision, careful calculation, and correct rounding.
Should I always estimate first?
Yes. Estimation helps you judge whether your final answer is reasonable.
Do I always round to two decimal places?
Yes, because most currencies are written to two decimal places.
For Higher GCSE currency conversion, estimate first, calculate carefully using full precision, and round only once at the end. This habit greatly reduces errors.
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