Cuboid Volume Surface Area Foundation GCSE Questions AQA

Cuboid – Volume & Surface Area – Foundation – GCSE Questions – AQA These questions are the same format as previous GCSE exams. COPY means they use the exact same numbers as the original GCSE question. Otherwise, they are clone questions using different numbers. The worksheets are provided in 2 sizes.

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AQA Foundation: November 2017 Paper 3, Q 13 1 AQA Foundation: November 2017 Paper 3, Q 13 A cube has edge length 0. 7 metres. 1 A cube has edge length 0. 7 metres. 0. 7 m Work out the total surface area of the cube. Give your answer in square centimetres. [3 marks] Answer [3 marks] cm 2 Answer AQA Foundation: November 2017 Paper 3, Q 13 1 cm 2 AQA Foundation: November 2017 Paper 3, Q 13 A cube has edge length 0. 7 metres. 1 A cube has edge length 0. 7 metres. 0. 7 m Work out the total surface area of the cube. Give your answer in square centimetres. [3 marks] Answer cm 2

AQA Foundation: June 2017 Paper 2, Q 21 1 AQA Foundation: June 2017 Paper 2, Q 21 Tom thinks he can save water by having a shower instead of a bath. Tom’s shower uses 9. 6 litres per minute lasts for 7 minutes. Tom assumes that the water in his bath is in the shape of this cuboid. 30 cm 120 cm 1000 cm 3 = 1 litre 45 cm 1 (a) Using Tom’s assumption, work out how many litres of water he saves by having a shower instead of a bath. [5 marks] litres Answer 1 (a) Using Tom’s assumption, work out how many litres of water he saves by having a shower instead of a bath. litres Answer 1 (b) A shows the water level before Eva gets into the bath. B shows the cuboid in the empty bath. Not drawn accurately A B What does this tell you about the amount of water saved? [5 marks] [1 mark] Not drawn accurately A B What does this tell you about the amount of water saved? [1 mark]

AQA Foundation: June 2017 Paper 2, Q 21 1 Tom thinks he can save water by having a shower instead of a bath. Tom’s shower uses 9. 6 litres per minute lasts for 7 minutes. Tom assumes that the water in his bath is in the shape of this cuboid. 30 cm 120 cm 1000 cm 3 = 1 litre 45 cm 1 (a) Using Tom’s assumption, work out how many litres of water he saves by having a shower instead of a bath. [5 marks] litres Answer 1 (b) A shows the water level before Eva gets into the bath. B shows the cuboid in the empty bath. Not drawn accurately A B What does this tell you about the amount of water saved? [1 mark]

AQA Foundation: June 2017 Paper 2, Q 21 1 Tom thinks he can save water by having a shower instead of a bath. Tom’s shower uses 9. 6 litres per minute lasts for 7 minutes. Tom assumes that the water in his bath is in the shape of this cuboid. 30 cm 120 cm 1000 cm 3 = 1 litre 45 cm 1 (a) Using Tom’s assumption, work out how many litres of water he saves by having a shower instead of a bath. Shower: 9. 6 × 7 = 67. 2 litres [5 marks] Bath: 30 × 45 × 120 = 162000 = 162 litres Savings: 162 − 67. 2 = 94. 8 Answer 94. 8 litres 1 (b) A shows the water level before Eva gets into the bath. B shows the cuboid in the empty bath. Not drawn accurately A B What does this tell you about the amount of water saved? He would save even more water. [1 mark]

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