Exchange Rates worksheet
10 GCSE practice questions with answers, free to print. Every sheet is generated, so you can make a fresh one whenever you need it.
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2 marks
The exchange rate is £1 = $1.35.
Anya changes £40 into US dollars before a trip to the USA.
Calculate how many US dollars she gets.
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2 marks
Rosa comes home from Spain with €569.25 left over.
The exchange rate is £1 = €1.15.
Work out how much she gets when the money is changed back into pounds.
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4 marks
A bureau de change uses this graph to change money between pounds and euros.
(a)Use the graph to change £40 into euros.
(b)Use the graph to change €22 into pounds.
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4 marks
Joel is going on holiday to Toronto.
The exchange rate is £1 = C$1.70.
(a)He changes £900 into Canadian dollars.
Calculate how many Canadian dollars he receives.
(b)On holiday Joel spends C$1411.00.
He changes what is left back into pounds at the same rate.
Calculate how much he gets back.
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3 marks
One day the exchange rates are:
£1 = €1.19
£1 = C$1.73
Anya changes €333.20 into Canadian dollars.
Calculate how many Canadian dollars she gets.
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4 marks
The graph changes money between pounds and euros.
Both axes are numbered every \(10\) and ruled every \(2\) in between. Not every reading lands on a gridline.
(a)Use the graph to change £45 into euros.
(b)Use the graph to change €33 into pounds.
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2 marks
The exchange rate is £1 = €1.10.
Amara changes £590 into euros before a trip to Spain.
Work out how many euros she gets.
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2 marks
Aisha comes home from Singapore with S$489.50 left over.
The exchange rate is £1 = S$1.78.
Calculate how much she gets when the money is changed back into pounds.
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4 marks
A bureau de change uses this graph to change money between pounds and euros.
(a)Use the graph to change £4 into euros.
(b)Use the graph to change €12 into pounds.
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4 marks
Noah is going on holiday to Toronto.
The exchange rate is £1 = C$1.73.
(a)He changes £580 into Canadian dollars.
Work out how many Canadian dollars he receives.
(b)On holiday Noah spends C$830.40.
He changes what is left back into pounds at the same rate.
Work out how much he gets back.
Answers
- \(\text{\$}54.00\)
- \(\text{£}495\)
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(a) \(\text{€}44\)
(b) \(\text{£}20\) -
(a) \(\text{C\$}1530.00\)
(b) \(\text{£}70\) - \(\text{C\$}484.40\)
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(a) \(\text{€}55\)
(b) \(\text{£}27\) - \(\text{€}649.00\)
- \(\text{£}275\)
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(a) \(\text{€}6\)
(b) \(\text{£}8\) -
(a) \(\text{C\$}1003.40\)
(b) \(\text{£}100\)