Converting units: OCR GCSE Maths questions
Every OCR GCSE Maths exam question on R1 Converting units, 2017–2025, with its mark scheme and examiner’s report.
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All 13 questions on Converting units, as a list
- November 2023, Paper 4, Q5 (2 marks): (a) Write an expression for the weight, in grams, of an object weighing x kilograms. (a) g 2, of a garden of area cm 2. (b) Write an expression for the area, in
- November 2023, Paper 6, Q5 (6 marks): A sheet of A4 card weighs . 1 19 10 # (a) Work out the weight of 500 sheets of the A4 card. (a) kg (b) Card is classified using W, the weight in grams per squar
- November 2022, Paper 4, Q6 (4 marks): (a) A solid block of wood is a cuboid which measures 3 cm by 4 cm by 5 cm. Its density is 0.65 g/cm3. Work out the mass of the block of wood. (a) g (b) Here are
- November 2022, Paper 6, Q5 (5 marks): In space, distances can be measured in Astronomical Units. 8 In this question, use the conversion 1 Astronomical Unit 1 5 . 10 km . = # (a) On a particular day
- June 2022, Paper 4, Q6 (5 marks): A machine can dig, on average, 2 cm of tunnel each minute. It operates 24 hours each day. (a) Work out how many days it should take to dig a tunnel of length 3.
- June 2022, Paper 5, Q5 (3 marks): Recipes measure small quantities in teaspoons and tablespoons. 3 teaspoons is equivalent to 1 tablespoon. 3 of a teaspoon of salt and 1 tablespoon of baking pow
- June 2022, Paper 6, Q6 (3 marks): The mass of a stone is 680 g. The density of the stone is 1.6 g / cm3. (a) Work out the volume of the stone. (a) cm3 (b) Write 1.6 g / cm3 in kg / m3. (b) kg /
- November 2020, Paper 4, Q10 (6 marks): The diagram shows Jane’s lawn. It is in the shape of a square of side 36 m and three semi-circles. Not to scale She is going to spread fertiliser on the lawn at
- November 2018, Paper 4, Q2 (5 marks): Hector can run 400 metres in 66 seconds. (a) Use this information to show that he could run 5 kilometres in less than 14 minutes. (b) Hector tries to run 5 kilo
- June 2018, Paper 6, Q8 (9 marks): The graph shows the speed of a tram as it travels from the library to the town hall. Speed Not to scale (m/s) 6 0 65 85 Time (s) (a) Calculate the deceleration
- November 2017, Paper 4, Q1 (6 marks): Donald swims 3 lengths of a swimming pool in 93 seconds. (a) Use this information to show that he could swim 100 lengths in under 55 minutes. (b) What assumptio
- November 2017, Paper 6, Q13 (5 marks): A model railway is built using the scale 1 : 87. (a) On the model railway, the distance between the rails is 16.5 mm. distance between the rails Calculate, in m
- June 2017, Paper 4, Q15 (13 marks): The graph shows the speed, v metres per second (m/s), of a car at time t seconds. v 30 20 Speed (m/s) 10 0 t 0 1 2 3 4 5 6 7 8 9 10 Time (s) (a) Find the speed
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