Use the given exchange rate to convert the amount from pounds into euros, showing careful handling of decimals.
Avoid rounding during intermediate steps. Round only once at the end.
At Higher GCSE level, currency conversion questions are designed to test accurate decimal arithmetic, careful rounding, and correct interpretation of exchange rates. Unlike Foundation questions, Higher-tier problems often include exchange rates with three decimal places and amounts that do not divide neatly, increasing the risk of rounding errors.
An exchange rate such as £1 = €1.185 means that every pound is worth one euro and 18.5 cents. Because the rate has three decimal places, calculations must be carried out carefully to avoid losing accuracy.
Since 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.
Use the following structured approach:
Rounding too early is one of the most common Higher-tier errors.
Suppose the exchange rate is £1 = €1.172.
Convert £346.80 to euros.
Step 1: Write the calculation: 346.80 × 1.172
Step 2: Multiply: 346.80 × 1.172 = 406.4496
Step 3: Round to two decimal places → €406.45
If £1 = €1.094 and someone exchanges £512.30:
512.30 × 1.094 = 560.4562 → €560.46
Accurate currency conversion is essential in many real-world situations:
Why must I round to two decimal places?
Because most currencies are expressed to two decimal places.
Should I estimate first?
Yes. Estimation helps you check that your final answer is reasonable.
Are three-decimal exchange rates common at Higher GCSE?
Yes. They are used to test precision and rounding skills.
Write every step clearly and keep full precision until the final rounding step. This dramatically reduces errors in Higher-tier currency questions.
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