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Estimation

Exam code: 4024
Written by: Ashika|Reviewed by: Caroline Carroll|Updated 2 July 2026

Estimationvideo

Estimation

Estimation

Why do I need to estimate?

  • Estimation can be used to find approximations for difficult calculations

  • You can estimate a calculation to check your answers

    • You can identify if there is a mistake in your working out if your answer is much bigger or smaller than your estimated value

How do I estimate?

  • Round each number in the question to something sensible then perform the calculation

    • The exam question will usually tell you what to round each number to before carrying out any calculations

  • The general rule is to round numbers to 1 significant figure

    • 7.8 ➝ 8

    • 18 ➝ 20

    • 3.65 × 10-4 ➝ 4 × 10-4

    • 1080 ➝ 1000

  • In certain cases it may be more sensible (or easier) to round to something convenient

    • 16.2 ➝ 15

    • 9.1 ➝ 10

    • 1180 ➝ 1200

  • Avoid rounding values to zero

How do I know if I have underestimated or overestimated?

  • For addition a + b and multiplication a x b

a (rounded up) and/or b (rounded up)

Overestimate

a (rounded down) and/or b (rounded down)

Underestimate

  • For subtraction a - b and division a ÷ b

a (rounded up) and/or b (rounded down)

Overestimate

a (rounded down) and/or b (rounded up)

Underestimate

a (rounded up) and b (rounded up)

Not easy to tell

a (rounded down) and b (rounded down)

Not easy to tell

Estimation · Revision Notes · Maths · StudyDeck