Conversions and Units 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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4 marks
The graph can be used to change between miles and kilometres.
(a)Use the graph to change \(10\) miles into kilometres.
(b)Use the graph to change \(8\) kilometres into miles.
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4 marks
Callum has an old cookery book that measures liquids in pints, but the jug he owns is marked in litres.
The graph can be used to change between litres and pints.
(a)Use the graph to change \(4\) litres into pints.
(b)Use the graph to change \(28\) pints into litres.
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3 marks
(a)
Erin has \(4.9\) m of braid.
She cuts as many \(40\) cm pieces from it as she can.
Work out how many pieces she cuts.
(b)Work out the length of braid left over.
Give your answer in centimetres.
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4 marks
(a)
\(1\) foot is the same as \(30\) centimetres.
Work out the number of centimetres in \(13\) feet.
(b)Work out the number of feet in \(870\) centimetres.
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4 marks
(a)
A rectangular rug measures \(110\) cm by \(90\) cm.
Work out the area of the rug.
Give your answer in cm\(^2\).
(b)Work out the area of the rug in m\(^2\).
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4 marks
The graph can be used to change between miles and kilometres.
(a)Use the graph to change \(10\) miles into kilometres.
(b)Use the graph to change \(8\) kilometres into miles.
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4 marks
Noah has an old cookery book that measures liquids in pints, but the jug he owns is marked in litres.
The graph can be used to change between litres and pints.
(a)Use the graph to change \(12\) litres into pints.
(b)Use the graph to change \(35\) pints into litres.
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3 marks
(a)
Priya has \(1.7\) m of braid.
She cuts as many \(20\) cm pieces from it as she can.
Work out how many pieces she cuts.
(b)Work out the length of braid left over.
Give your answer in centimetres.
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4 marks
(a)
\(1\) mile is the same as \(1.6\) kilometres.
Work out the number of kilometres in \(45\) miles.
(b)Work out the number of miles in \(25.6\) kilometres.
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4 marks
(a)
A rectangular poster measures \(50\) cm by \(190\) cm.
Calculate the area of the poster.
Give your answer in cm\(^2\).
(b)Calculate the area of the poster in m\(^2\).
Answers
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(a) \(16\ \text{km}\)
(b) \(5\ \text{miles}\) -
(a) \(7\ \text{pints}\)
(b) \(16\ \text{litres}\) -
(a) \(12\)
(b) \(10\ \text{cm}\) -
(a) \(390\ \text{centimetres}\)
(b) \(29\ \text{feet}\) -
(a) \(9900\ \text{cm}^2\)
(b) \(0.99\ \text{m}^2\) -
(a) \(16\ \text{km}\)
(b) \(5\ \text{miles}\) -
(a) \(21\ \text{pints}\)
(b) \(20\ \text{litres}\) -
(a) \(8\)
(b) \(10\ \text{cm}\) -
(a) \(72\ \text{kilometres}\)
(b) \(16\ \text{miles}\) -
(a) \(9500\ \text{cm}^2\)
(b) \(0.95\ \text{m}^2\)