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Expressions, equations, formulae and identities: AQA GCSE Maths questions

Every AQA GCSE Maths exam question on A3 Expressions, equations, formulae and identities, 2017–2025, with its mark scheme and examiner’s report.

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1,304 questions

  1. Q4

    November 2022 · Paper 1H

    1 markA3 Expressions, equations, formulae and identities
    The whole paper ↗
    November 2022 Paper 1H, question 4: Circle the correct statement. 3x ≡ x + 2x 3x ≡ 2 3x + x ≡ 2 – x 3x + x – 2 ≡ 0

  2. Q1

    November 2020 · Paper 2H

    1 markA3 Expressions, equations, formulae and identities
    The whole paper ↗
    November 2020 Paper 2H, question 1: Which of these is a correct identity? Circle your answer. x + 4x ≡ 5x 6x ≡ 18 2x + 1 ≡ 7 7x + 9 ≡ x

  3. Q18

    Specimen · Paper 2H

    2 marksA3 Expressions, equations, formulae and identities
    The whole paper ↗
    Specimen Paper 2H, question 18: In the formula T = (n  6) 2 + 1 n is a positive integer. 18 (a) Kim says, “The value of T is always greater than 1 because (n  6) 2 is always greater than 0”
All 3 questions on Expressions, equations, formulae and identities, as a list
  1. November 2022, Paper 1H, Q4 (1 mark): Circle the correct statement. 3x ≡ x + 2x 3x ≡ 2 3x + x ≡ 2 – x 3x + x – 2 ≡ 0
  2. November 2020, Paper 2H, Q1 (1 mark): Which of these is a correct identity? Circle your answer. x + 4x ≡ 5x 6x ≡ 18 2x + 1 ≡ 7 7x + 9 ≡ x
  3. Specimen, Paper 2H, Q18 (2 marks): In the formula T = (n  6) 2 + 1 n is a positive integer. 18 (a) Kim says, “The value of T is always greater than 1 because (n  6) 2 is always greater than 0”

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