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Edexcel GCSE Maths

Topic questions Number Rounding

Rounding

61 questions · 139 marks · about 2.5 hours

Rounding questions

Edexcel 1MA1 Rounding 61 questions

Paper 1 June 2025 Foundation tier, Question 10 3 marks

(a)

Write 23 619 to the nearest 1000

[1]
Reveal mark scheme Mark scheme for question 10(a)
(b)

Work out an estimate for the value of 5.9 maths symbol 98.1

[2]
Reveal mark scheme Mark scheme for question 10(b)

Paper 3 June 2025 Foundation tier, Question 20 3 marks

(a)

Use your calculator to work out the value of

Question 20, shown as an image

Give your answer as a decimal. Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 20(a)
(b)

Write your answer to part (a) correct to 2 significant figures.

[1]

Paper 3 June 2025 Foundation tier, Question 26, also on the Higher paper 2 marks

Karim rounds a number, n, to 1 decimal place. The result is 23.8 Complete the error interval for n.

[2]
Reveal mark scheme Mark scheme for question 26

Paper 3 June 2025 Higher tier, Question 5, also on the Foundation paper 2 marks

Karim rounds a number, n, to 1 decimal place. The result is 23.8 Complete the error interval for n.

[2]
Reveal mark scheme Mark scheme for question 5

Paper 3 November 2024 Foundation tier, Question 23, also on the Higher paper 2 marks

Also involves Limits of accuracy and bounds

Jana used her calculator to find the value of a number t. The answer on her calculator began 10.2 Complete the error interval for t.

[2]
Reveal mark scheme Mark scheme for question 23

Paper 3 November 2024 Higher tier, Question 7, also on the Foundation paper 2 marks

Jana used her calculator to find the value of a number t. The answer on her calculator began 10.2 Complete the error interval for t.

[2]
Reveal mark scheme Mark scheme for question 7

Paper 1 June 2024 Foundation tier, Question 1 1 mark

Write the number 18 475 correct to the nearest thousand.

[1]
Reveal mark scheme Mark scheme for question 1

Paper 2 June 2024 Foundation tier, Question 19 3 marks

(a)
Question 19, shown as an image

Write down all the numbers on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 19(a)
(b)

Write your answer to part (a) correct to 2 significant figures.

[1]
Reveal mark scheme Mark scheme for question 19(b)

Paper 2 June 2024 Higher tier, Question 9 2 marks

A number N is rounded to 2 significant figures. The result is 7.3

(a)

Write down the least possible value of N.

Leila says, “The value of N cannot be greater than 7.349 because 7.350 would round up to 7.4”

[1]
(b)

Is Leila correct? You must give a reason for your answer.

[1]
Reveal mark scheme Mark scheme for question 9(b)

Paper 2 November 2023 Foundation tier, Question 18 3 marks

(a)
Question 18, shown as an image

Give your answer as a decimal. Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 18(a)
(b)

Write your answer to part (a) correct to 2 decimal places.

[1]
Reveal mark scheme Mark scheme for question 18(b)

Paper 2 November 2023 Higher tier, Question 8 2 marks

A number x is written correct to 2 significant figures. The result is 1.9 Complete the error interval for x.

[2]
Reveal mark scheme Mark scheme for question 8

Paper 2 June 2023 Foundation tier, Question 1 1 mark

Write 6184 correct to the nearest hundred.

[1]
Reveal mark scheme Mark scheme for question 1

Paper 2 June 2023 Foundation tier, Question 18 6 marks

Asha buys 180 cans of cola. The cans are sold in packs. There are 12 cans in each pack. Each pack costs £3

(a)

Work out the total cost of the cola Asha buys.

Ethan buys a box of 24 cans of lemonade for £7 There are 330 ml of lemonade in each can.

[3]
Reveal mark scheme Mark scheme for question 18(a)
(b)

Work out the cost of 100 ml of lemonade. Give your answer correct to the nearest penny.

[3]
Reveal mark scheme Mark scheme for question 18(b)

Paper 2 June 2023 Foundation tier, Question 26, also on the Higher paper 2 marks

A number, d, is rounded to 1 decimal place. The result is 12.7 Complete the error interval for d.

[2]
Reveal mark scheme Mark scheme for question 26

Paper 2 June 2023 Higher tier, Question 7, also on the Foundation paper 2 marks

A number, d, is rounded to 1 decimal place. The result is 12.7 Complete the error interval for d.

[2]
Reveal mark scheme Mark scheme for question 7

Paper 3 June 2023 Foundation tier, Question 14 4 marks

120 boxes cost £6 270 bags cost £10 A bag is cheaper than a box. How much cheaper? Give your answer in pence correct to 1 decimal place.

[4]
Reveal mark scheme Mark scheme for question 14

Paper 3 June 2023 Higher tier, Question 2 5 marks

Jonny wants to know how much coffee he will need for 800 people at a meeting. Each person who drinks coffee will drink 2 cups of coffee. 10.6 g of coffee is needed for each cup of coffee. Jonny assumes 68% of the people will drink coffee.

(a)

Using this assumption, work out the amount of coffee Jonny needs. Give your answer correct to the nearest gram.

Jonny’s assumption is wrong. 72% of the people will drink coffee.

[4]
Reveal mark scheme Mark scheme for question 2(a)
(b)

How does this affect your answer to part (a)?

[1]
Reveal mark scheme Mark scheme for question 2(b)

Paper 2 November 2022 Foundation tier, Question 25 3 marks

(a)

Find the value of the reciprocal of 0.8

x = 4700 correct to 2 significant figures.

[1]
(b)

Complete the error interval for x.

[2]
Reveal mark scheme Mark scheme for question 25(b)

Paper 3 November 2022 Foundation tier, Question 17 3 marks

Also involves Using a calculator

(a)

Write 87 569 correct to 3 significant figures.

[1]
(b)
Question 17, shown as an image

Give your answer as a decimal.

[2]
Reveal mark scheme Mark scheme for question 17(b)

Paper 3 November 2022 Higher tier, Question 12 2 marks

Martin used his calculator to work out the value of a number P. He wrote down the first two digits of the answer on his calculator. He wrote down 1.2 Complete the error interval for P.

[2]
Reveal mark scheme Mark scheme for question 12

Paper 2 June 2022 Foundation tier, Question 23, also on the Higher paper 2 marks

The length of a football pitch is 90 metres, correct to the nearest metre. Complete the error interval for the length of the football pitch.

........ m maths symbol length <........

[2]
Reveal mark scheme Mark scheme for question 23

Paper 2 June 2022 Higher tier, Question 3, also on the Foundation paper 2 marks

The length of a football pitch is 90 metres, correct to the nearest metre. Complete the error interval for the length of the football pitch.

........ m ≤ length <........

[2]
Reveal mark scheme Mark scheme for question 3

Paper 2 June 2022 Higher tier, Question 8 2 marks

Also involves Using a calculator

Use your calculator to work out

Question 8, shown as an image
Question 8, shown as an image

Give your answer correct to 3 significant figures.

[2]
Reveal mark scheme Mark scheme for question 8

Paper 3 June 2022 Foundation tier, Question 18 2 marks

(a)

Write 2530 correct to 2 significant figures.

[1]
(b)

Write 0.0874 correct to 1 significant figure.

[1]

Paper 1 November 2021 Foundation tier, Question 27 2 marks

Freddie measured the length of a pencil as 7.2 cm correct to 1 decimal place. Complete the error interval for the length, pcm, of the pencil.

[2]
Reveal mark scheme Mark scheme for question 27

Paper 2 November 2021 Foundation tier, Question 12 3 marks

Also involves Using a calculator

(a)
Question 12, shown as an image

Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 12(a)
(b)

Give your answer to part (a) correct to 2 decimal places.

[1]

Paper 3 November 2021 Higher tier, Question 11 2 marks

Freya writes down the value of x, correct to 1 decimal place. She writes x = 6.4 Complete the error interval for x.

[2]
Reveal mark scheme Mark scheme for question 11

Paper 3 November 2020 Foundation tier, Question 25, also on the Higher paper 2 marks

A number, m, is rounded to 1 decimal place. The result is 9.4 Complete the error interval for m.

[2]
Reveal mark scheme Mark scheme for question 25

Paper 3 November 2020 Higher tier, Question 3, also on the Foundation paper 2 marks

A number, m, is rounded to 1 decimal place. The result is 9.4 Complete the error interval for m.

[2]
Reveal mark scheme Mark scheme for question 3

Paper 3 November 2020 Higher tier, Question 10 4 marks

10A person’s heart beats approximately 105 times each day. A person lives for approximately 81 years.

(a)

Work out an estimate for the number of times a person’s heart beats in their lifetime. Give your answer in standard form correct to 2 significant figures.

[2]
Reveal mark scheme Mark scheme for question 10(a)
(b)

2 × 1012 red blood cells have a total mass of 90 grams.

Work out the average mass of 1 red blood cell. Give your answer in standard form.

[2]
Reveal mark scheme Mark scheme for question 10(b)

Paper 3 November 2019 Foundation tier, Question 23, also on the Higher paper 3 marks

Also involves Using a calculator

(a)
Question 23, shown as an image

Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 23(a)
(b)

Write your answer to part (a) correct to 4 significant figures.

[1]
Reveal mark scheme Mark scheme for question 23(b)

Paper 3 November 2019 Higher tier, Question 2, also on the Foundation paper 3 marks

Also involves Using a calculator

(a)
Question 2, shown as an image

Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 2(a)
(b)

Write your answer to part (a) correct to 4 significant figures.

[1]
Reveal mark scheme Mark scheme for question 2(b)

Paper 3 November 2019 Higher tier, Question 13 4 marks

Liquid A and liquid B are mixed together in the ratio 2: 13 by volume to make liquid C.

Liquid A has density 1.21 g/cm3 Liquid B has density 1.02 g/cm3

A cylindrical container is filled completely with liquid C. The cylinder has radius 3 cm and height 25 cm.

Work out the mass of the liquid in the container. Give your answer correct to 3 significant figures. You must show all your working.

[4]
Reveal mark scheme Mark scheme for question 13

Paper 2 June 2019 Foundation tier, Question 25, also on the Higher paper 2 marks

Also involves Limits of accuracy and bounds

Sally used her calculator to work out the value of a number y. The answer on her calculator display began 8.3 Complete the error interval for y.

[2]
Reveal mark scheme Mark scheme for question 25

Paper 2 June 2019 Higher tier, Question 6, also on the Foundation paper 2 marks

Sally used her calculator to work out the value of a number y. The answer on her calculator display began 8.3 Complete the error interval for y.

[2]
Reveal mark scheme Mark scheme for question 6

Paper 2 November 2018 Higher tier, Question 9 2 marks

Martin truncates the number N to 1 digit. The result is 7

Write down the error interval for N.

[2]
Reveal mark scheme Mark scheme for question 9

Paper 3 November 2018 Foundation tier, Question 20, also on the Higher paper 3 marks

(a)

Write 7357 correct to 3 significant figures.

[1]
Reveal mark scheme Mark scheme for question 20(a)
(b)
Question 20, shown as an image

Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 20(b)

Paper 3 November 2018 Higher tier, Question 1, also on the Foundation paper 3 marks

Also involves Using a calculator

(a)

Write 7357 correct to 3 significant figures.

[1]
Reveal mark scheme Mark scheme for question 1(a)
(b)
Question 1, shown as an image

Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 1(b)

Paper 1 June 2018 Foundation tier, Question 1 1 mark

Write 6324 correct to the nearest thousand.

[1]
Reveal mark scheme Mark scheme for question 1

Paper 2 June 2018 Foundation tier, Question 26 5 marks

Here is a triangular prism.

Figure for question 26

Work out the volume of the prism. Give your answer correct to 3 significant figures.

[5]
Reveal mark scheme Mark scheme for question 26

Paper 3 June 2018 Foundation tier, Question 3 1 mark

Write the number 2538 correct to the nearest hundred.

[1]
Reveal mark scheme Mark scheme for question 3

Paper 2 November 2017 Foundation tier, Question 23 3 marks

Question 23, shown as an image
(a)

Write down all the figures on your calculator display.

[2]
Reveal mark scheme Mark scheme for question 23(a)
(b)

Write your answer to part (a) correct to 2 decimal places.

[1]
Reveal mark scheme Mark scheme for question 23(b)

Paper 3 November 2017 Foundation tier, Question 21 3 marks

A gold bar has a mass of 12.5 kg.

The density of gold is 19.3 g/cm3

Work out the volume of the gold bar. Give your answer correct to 3 significant figures.

[3]
Reveal mark scheme Mark scheme for question 21

Paper 3 November 2017 Foundation tier, Question 23, also on the Higher paper 3 marks

(a)

Find the value of the reciprocal of 1.6 Give your answer as a decimal.

[1]
Reveal mark scheme Mark scheme for question 23(a)
(b)

Jess rounds a number, x, to one decimal place. The result is 9.8

Write down the error interval for x.

[2]
Reveal mark scheme Mark scheme for question 23(b)

Paper 3 November 2017 Higher tier, Question 5, also on the Foundation paper 3 marks

(a)

Find the value of the reciprocal of 1.6 Give your answer as a decimal.

[1]
Reveal mark scheme Mark scheme for question 5(a)
(b)

Jess rounds a number, x, to one decimal place. The result is 9.8

Write down the error interval for x.

[2]
Reveal mark scheme Mark scheme for question 5(b)

Paper 1 June 2017 Foundation tier, Question 2 1 mark

Write 7.264 51 correct to 3 decimal places.

[1]
Reveal mark scheme Mark scheme for question 2

Paper 2 June 2017 Higher tier, Question 7 2 marks

A number, n, is rounded to 2 decimal places. The result is 4.76

Using inequalities, write down the error interval for n.

[2]
Reveal mark scheme Mark scheme for question 7

Paper 3 June 2017 Foundation tier, Question 23 4 marks

Harley’s house has a value of £160 000 correct to 2 significant figures.

(a)(i)

Write down the least possible value of the house.

[1]
Reveal mark scheme Mark scheme for question 23(a)(i)
(a)(ii)

Write down the greatest possible value of the house.

[1]
Reveal mark scheme Mark scheme for question 23(a)(ii)
(b)

The value of Rita’s house increased by 5%. Her house then had a value of £210 000

Work out the value of Rita’s house before the increase.

[2]
Reveal mark scheme Mark scheme for question 23(b)

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