Use the given exchange rate to convert the amount from pounds into euros, taking care with decimal values.
Estimate first, then calculate accurately. Round only once at the final step.
At Higher GCSE level, currency conversion questions often involve non-round amounts such as halves or quarters of a pound. These values are chosen deliberately to test careful decimal multiplication, correct rounding, and attention to detail. Although the method is the same as for simpler questions, accuracy becomes much more important.
An exchange rate compares the value of two currencies. For example, if £1 = €1.22, this means that one pound is worth one euro and twenty-two cents. Because the exchange rate is greater than 1, converting from pounds to euros will always increase the numerical value.
Before calculating, it is helpful to estimate the answer. £187.50 × 1.22 is close to £187.50 × 1.2, which gives €225. This tells you that the final answer should be slightly higher than €225.
Use a structured approach to avoid mistakes:
Rounding during intermediate steps is one of the most common causes of lost marks at Higher tier.
Suppose the exchange rate is £1 = €1.24.
Convert £162.50 to euros.
Step 1: Estimate first. £162.50 × 1.25 ≈ €203, so the exact answer should be slightly lower.
Step 2: Multiply: 162.50 × 1.24 = 201.5
Step 3: Write the answer as money → €201.50
If £1 = €1.18 and someone exchanges £247.50:
247.50 × 1.18 = 292.05 → €292.05
Currency conversion with non-round values is common in real life, including:
Why do exam questions use amounts like £187.50?
They test accurate decimal multiplication and rounding.
Should I always estimate first?
Yes. Estimation helps you judge whether your final answer is reasonable.
Is rounding always required?
Yes, unless the final value is already exact to two decimal places.
For Higher GCSE currency questions, estimate first, calculate carefully, and round only once at the end. This habit greatly reduces errors.
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