Edexcel 4MA1 Indices past paper questions

Paper 1F June 2025 Foundation tier, Question 21, also on the Higher paper 4 marks

x⁵ × x⁷ = x^m

(a)

Find the value of m

y⁸ ÷ y³ = yⁿ

[1]

(b)

Find the value of n

[1]

(c)

Simplify fully (5a⁴r²)³

[2]

Reveal mark scheme

Paper 1H June 2025 Higher tier, Question 4, also on the Foundation paper 4 marks

x⁵ maths symbol x⁷ = x^m

(a)

Find the value of m

y⁸ ÷ y³ = yⁿ

[1]

(b)

Find the value of n

[1]

(c)

Simplify fully (5a⁴r²)³

[2]

Reveal mark scheme

Paper 1H June 2025 (R) Higher tier, Question 8 5 marks

(a)

Simplify a⁶ maths symbol a¹⁰

[1]

(b)

Simplify c³⁰ maths symbol c¹²

[1]

(c)(i)

Factorise y² maths symbol 10y 21

[2]

Reveal mark scheme

(c)(ii)

Hence, solve y² maths symbol 10y 21 0

[1]

Reveal mark scheme

Paper 1H June 2025 (R) Higher tier, Question 15 6 marks

Also involves Fractions

$Question 15, shown as an image$

Show clear algebraic working.

[4]

Reveal mark scheme

$Question 15, shown as an image$

[2]

Reveal mark scheme

Paper 2F June 2025 (R) Foundation tier, Question 22 5 marks

(a)

Write down the value of 5⁰

$Question 22, shown as an image$

[1]

(b)

Find the value of k

[2]

Reveal mark scheme

(c)

Simplify fully maths symbol 2d⁴e⁵ ³

[2]

Reveal mark scheme

Paper 2H June 2025 Higher tier, Question 15 3 marks

$Question 15, shown as an image$

[3]

Reveal mark scheme

Paper 1F November 2024 Foundation tier, Question 5 7 marks

(a)

Simplify 8d maths symbol 4d 7d

[1]

(b)

Simplify m maths symbol 10 p

[1]

(c)

Solve x maths symbol 5 19

[1]

(d)

$Question 5, shown as an image$

[1]

(e)

Simplify a maths symbol a a a

k maths symbol 8 and n = 12

[1]

(f)

Work out the value of 9k maths symbol 4n

[2]

Reveal mark scheme

Paper 1F November 2024 Foundation tier, Question 20 6 marks

(a)

Simplify maths symbol p³ ⁵

[1]

(b)

Expand and simplify 2n maths symbol 4n 3 nn 4

[2]

Reveal mark scheme

(c)

$Question 20, shown as an image$

Show clear algebraic working.

[3]

Reveal mark scheme

Paper 1H June 2024 Higher tier, Question 10 4 marks

(a)

Simplify (2p)⁰ where p maths symbol 0

y⁹ maths symbol y^–3 = yⁿ

[1]

(b)

Find the value of n

[1]

(c)

Simplify fully (5a⁴c²)³

[2]

Reveal mark scheme

Paper 1H June 2024 (R) Higher tier, Question 11 4 marks

A maths symbol 2⁵ 5 7² B 2³ 5³ 7⁴

(a)

Write down the highest common factor (HCF) of 5A and 2B Give your answer as a product of prime factors.

A maths symbol 2⁵ 5 7² B 2³ 5³ 7⁴

[2]

Reveal mark scheme

(b)

Work out the value of maths symbol AB² Give your answer as a product of prime factors.

[2]

Reveal mark scheme

Paper 1H June 2024 (R) Higher tier, Question 14 6 marks

Also involves Simplifying and manipulating expressions

(a)

[3]

Reveal mark scheme

(b)

$Question 14, shown as an image$

[3]

Reveal mark scheme

Paper 1H June 2024 (R) Higher tier, Question 17 4 marks

$Question 17, shown as an image$

Find the value of n

[1]

$Question 17, shown as an image$

Show your working clearly.

[3]

Reveal mark scheme

Paper 2F June 2024 (R) Foundation tier, Question 6 5 marks

(a)

Find the value of 3.4²

[1]

(b)

Find the cube root of 373 248

[1]

(c)

Write 7 maths symbol 7 7 7 7 7 as a single power of 7

[1]

(d)

Write one set of brackets in each calculation to make the answer correct.

(d)(i)

5 + 3 × 2 = 16

[1]

(d)(ii)

10 − 8 − 10 − 6 ÷ 2 = 0

[1]

Paper 2F June 2024 (R) Foundation tier, Question 23 2 marks

$Question 23, shown as an image$

Find the value of n

[2]

Reveal mark scheme

Paper 2H November 2023 Higher tier, Question 4 8 marks

(a)

4 $Question 4, shown as an image$

Show clear algebraic working.

[3]

Reveal mark scheme

(b)

Simplify h¹⁵ maths symbol h³

[1]

(c)

Simplify fully maths symbol 2g³k⁵ ⁴

[2]

(d)

$Question 4, shown as an image$

work out the value of n

[2]

Reveal mark scheme

Paper 2H November 2023 Higher tier, Question 12 4 marks

2⁷ maths symbol 4⁵ 4^x

(a)

Calculate the value of x

[2]

Reveal mark scheme

(b)

$Question 12, shown as an image$

[2]

Reveal mark scheme

Paper 1F June 2023 (R) Foundation tier, Question 7 5 marks

(a)

Simplify 6a × 2c

[1]

(b)

Simplify 4d + 3e + d – 5e

[2]

(c)

Solve 4x – 7 = 23

[2]

Reveal mark scheme

Paper 1F June 2023 (R) Foundation tier, Question 8 4 marks

(a)

Write down the prime number that lies between 90 and 100

[1]

(b)

Find the cube root of 79 507

[1]

(c)

Work out the value of 4² × 5³

[2]

Reveal mark scheme

Paper 1F June 2023 (R) Foundation tier, Question 17 3 marks

Write 2250 as a product of powers of its prime factors. Show your working clearly.

[3]

Reveal mark scheme

Paper 1F June 2023 Foundation tier, Question 21 8 marks

(a)

Simplify (2c⁴d⁷)³

[2]

(b)

Find the value of 5y⁰ where y maths symbol 0

[1]

(c)

Factorise fully 16a²b³ + 20a³b

[2]

Reveal mark scheme

(d)(i)

Factorise x² + 9x – 22

[2]

Reveal mark scheme

(d)(ii)

Hence solve x² + 9x – 22 = 0

[1]

Reveal mark scheme

Paper 1F June 2023 (R) Foundation tier, Question 22 4 marks

(a)

Simplify m¹⁰ ÷ m³

kⁿ maths symbol k⁴ = k¹²

[1]

(b)

Write down the value of n

[1]

(c)

Simplify (3x⁶y⁸)²

[2]

Reveal mark scheme

Paper 1H June 2023 Higher tier, Question 15 6 marks

$Question 15, shown as an image$

Work out the value of n Show your working clearly.

[3]

Reveal mark scheme

(b)

Find 4% of 4.5 maths symbol 10¹⁵⁷ Give your answer in standard form.

[3]

Reveal mark scheme

Paper 2H June 2023 Higher tier, Question 15 7 marks

Also involves Simplifying and manipulating expressions

$Question 15, shown as an image$

[2]

Reveal mark scheme

(b)

Express $fraction$ in the form pxⁿ where p and n are integers.

[2]

Reveal mark scheme

$Question 15, shown as an image$

Show clear algebraic working.

[3]

Reveal mark scheme

Paper 1F January 2023 (R) Foundation tier, Question 18 3 marks

(a)

Simplify w¹² maths symbol w³

[1]

(b)

Simplify 5m⁴p² maths symbol 2m³p

[2]

Reveal mark scheme

Paper 1H January 2023 (R) Higher tier, Question 12 2 marks

12Solve 2^–4^x = 32

[2]

Reveal mark scheme

Paper 1H January 2023 Higher tier, Question 12 2 marks

(a)

Work out the value of m

5^–10 ÷ 5^{– 4} = 5ⁿ

[1]

(b)

Work out the value of n

[1]

Paper 1H January 2023 Higher tier, Question 17 3 marks

Also involves Substitution into formulae

$Question 17, shown as an image$

y = c⁴ when x = c² where c is a positive constant.

Find a formula for y in terms of x and c Give your answer in its simplest form.

[3]

Reveal mark scheme

Paper 2F January 2023 Foundation tier, Question 7 5 marks

(a)

Simplify c × c × c maths symbol c c

[1]

(b)

Solve 5 + x = 12

[1]

$Question 7, shown as an image$

[1]

(d)

Expand 5(2 + 3h)

[1]

(e)

Factorise g² + 7g

[1]

Reveal mark scheme

Paper 2F January 2023 Foundation tier, Question 11 4 marks

Also involves Powers and roots

(a)

Work out the value of (4 + 3 + 6)²

64 = 4ⁿ

[1]

(b)

Write down the value of n

[1]

$Question 11, shown as an image$

Write down all the figures on your calculator display.

[2]

Reveal mark scheme

Paper 2F January 2023 Foundation tier, Question 24, also on the Higher paper 7 marks

Also involves Straight line graphs · Factors, multiples and primes

(a)

Write down the value of (m + 2)⁰ where m is a positive integer.

[1]

Reveal mark scheme

(b)

Simplify (3a²b⁴)³

[2]

(c)

Factorise fully 14x²y⁴ + 21x³y²

The diagram shows a straight line drawn on a grid.

[2]

Reveal mark scheme

(d)

Write down an equation of the line.

[2]

Reveal mark scheme

Paper 2H January 2023 Higher tier, Question 9, also on the Foundation paper 7 marks

(a)

Write down the value of (m + 2)⁰ where m is a positive integer.

[1]

Reveal mark scheme

(b)

Simplify (3a²b⁴)³

[2]

(c)

Factorise fully 14x²y⁴ + 21x³y²

The diagram shows a straight line drawn on a grid.

[2]

Reveal mark scheme

(d)

Write down an equation of the line.

[2]

Reveal mark scheme

Paper 2H January 2023 (R) Higher tier, Question 12 6 marks

(a)

$Question 12, shown as an image$

[1]

(b)

$Question 12, shown as an image$

[2]

Reveal mark scheme

(c)

Expand and simplify 5x(3x + 4)(2x – 1)

[3]

Reveal mark scheme

Paper 2H January 2023 Higher tier, Question 26 5 marks

Also involves Quadratic equations

Find the values of n such that

Show clear algebraic working.

[5]

Reveal mark scheme

Paper 1H June 2022 Higher tier, Question 9 4 marks

(a)

Simplify 8 maths symbol (4t)⁰

x⁶ ÷ x⁻⁵ = x^p

[1]

(b)

Find the value of p

[1]

(c)

Simplify fully (2k₂m₄)³

[2]

Reveal mark scheme

Paper 1H June 2022 (R) Higher tier, Question 12 3 marks

P = 3³ maths symbol 5²7 Q = 3²57²

(a)

Write down the highest common factor (HCF) of P and Q

P = 3³ maths symbol 5²7 Q = 3²57²

[1]

(b)

Work out the value of P³ maths symbol Q Give your answer in the form 3^x5^y7^z where x, y and z are positive integers.

[2]

Paper 1H June 2022 (R) Higher tier, Question 16 6 marks

(a)

Expand and simplify (3 x – 1)(x + 2)(3 x + 1)

[3]

Reveal mark scheme

(b)

$Question 16, shown as an image$

[3]

Reveal mark scheme

Paper 2F June 2022 (R) Foundation tier, Question 19 3 marks

Write 1200 as a product of powers of its prime factors. Show your working clearly.

[3]

Reveal mark scheme

Paper 2F June 2022 (R) Foundation tier, Question 24, also on the Higher paper 2 marks

Find an expression for x in terms of k and n

[2]

Reveal mark scheme

Paper 2H June 2022 (R) Higher tier, Question 6 8 marks

(a)

6 $Question 6, shown as an image$

Show clear algebraic working.

[3]

Reveal mark scheme

(b)

Simplify a⁰where a maths symbol 0

[1]

(c)

$Question 6, shown as an image$

[2]

Reveal mark scheme

(d)

Factorise fully 10c³d² + 15cd⁴

[2]

Reveal mark scheme

Paper 2H June 2022 (R) Higher tier, Question 7, also on the Foundation paper 2 marks

Find an expression for x in terms of k and n

[2]

Reveal mark scheme

Paper 1F January 2022 Foundation tier, Question 16, also on the Higher paper 6 marks

(a)

Simplify a⁷ maths symbol a⁴

[1]

(b)

Simplify w¹⁵ ÷ w³

[1]

(c)

Simplify (8x⁵y³)²

[2]

Reveal mark scheme

(d)

Make t the subject of c = t³ – 8v

[2]

Reveal mark scheme

Paper 1H January 2022 Higher tier, Question 1, also on the Foundation paper 6 marks

(a)

Simplify a⁷ maths symbol a⁴

[1]

(b)

Simplify w¹⁵ ÷ w³

[1]

(c)

Simplify (8x⁵y³)²

[2]

Reveal mark scheme

(d)

Make t the subject of c = t³ – 8v

[2]

Reveal mark scheme

Paper 1H January 2022 Higher tier, Question 13 6 marks

(a)

Expand and simplify 5 x (x + 2)(3 x – 4)

[3]

Reveal mark scheme

(b)

(b) Simplify completely

[3]

Reveal mark scheme

Paper 2F January 2022 (R) Foundation tier, Question 23, also on the Higher paper 4 marks

(a)

Write down the value of x⁰

Given that 2^–3 maths symbol 2⁹ = 2ⁿ

[1]

(b)

find the value of n

$Question 23, shown as an image$

[1]

(c)

find the value of m

[2]

Reveal mark scheme

Paper 2H January 2022 (R) Higher tier, Question 6, also on the Foundation paper 4 marks

(a)

Write down the value of x⁰

Given that 2^–3 maths symbol 2⁹ = 2ⁿ

[1]

(b)

find the value of n

$Question 6, shown as an image$

[1]

(c)

find the value of m

[2]

Reveal mark scheme

Paper 2H January 2022 Higher tier, Question 12 3 marks

a = 6 maths symbol 10⁴⁰

Work out the value of a³ Give your answer in standard form.

[3]

Reveal mark scheme

Paper 1H November 2021 Higher tier, Question 7 3 marks

Write 3.6 maths symbol 10³ as a product of powers of its prime factors. Show your working clearly.

[3]

Reveal mark scheme

Paper 1F January 2021 (R) Foundation tier, Question 21, also on the Higher paper 5 marks

$Question 21, shown as an image$

[2]

Reveal mark scheme

(b)

Write down the value of g⁰

[1]

(c)

Factorise x² – 11x + 24

[2]

Reveal mark scheme

Paper 1F January 2021 (R) Foundation tier, Question 24 4 marks

A = 2⁸ maths symbol 3⁵11⁴ B = 2⁶311⁸

(a)

Find the highest common factor (HCF) of A and B.

[2]

Reveal mark scheme

(b)

Find the lowest common multiple (LCM) of 2A and 3B. Give the LCM as a product of powers of its prime factors.

[2]

Reveal mark scheme

Paper 1H January 2021 (R) Higher tier, Question 6, also on the Foundation paper 5 marks

(a)

6 $Question 6, shown as an image$

[2]

Reveal mark scheme

(b)

Write down the value of g⁰

[1]

(c)

Factorise x² – 11x + 24

[2]

Reveal mark scheme

Paper 1H January 2021 (R) Higher tier, Question 12 9 marks

Also involves Solving exponential equations

(a)

$Question 12, shown as an image$

[2]

(b)

Write $fraction$ maths symbol $fraction$ as a single fraction in its simplest form.

Given that 4^k^{+ 3} = 16 maths symbol 2^k

[3]

Reveal mark scheme

(c)

find the value of k. Show your working clearly.

[4]

Reveal mark scheme

Paper 2F January 2021 Foundation tier, Question 20 4 marks

(a)

Write down the value of y⁰

[1]

(b)

$Question 20, shown as an image$

Give your answer in standard form.

[3]

Reveal mark scheme

Paper 2H January 2021 (R) Higher tier, Question 4 4 marks

Also involves Simplifying and manipulating expressions

(a)

Simplify (3k²)⁴

[2]

(b)

Simplify (21m⁴n) maths symbol (3n^–5)

[2]

Paper 2H January 2021 (R) Higher tier, Question 19 7 marks

(a)

$Question 19, shown as an image$

[3]

Reveal mark scheme

(b)

find the value of n.

[4]

Reveal mark scheme

Paper 1F November 2020 Foundation tier, Question 23, also on the Higher paper 3 marks

A = 2 maths symbol 3⁴³ B = 16 3³⁷

(a)

Find the highest common factor (HCF) of A and B.

[1]

(b)

Express the number A maths symbol B as a product of powers of its prime factors. Give your answer in its simplest form.

[2]

Reveal mark scheme

Paper 1H November 2020 Higher tier, Question 10, also on the Foundation paper 3 marks

A = 2 maths symbol 3⁴³ B = 16 3³⁷

(a)

Find the highest common factor (HCF) of A and B.

[1]

(b)

Express the number A maths symbol B as a product of powers of its prime factors. Give your answer in its simplest form.

[2]

Reveal mark scheme

Paper 1H November 2020 (R) Higher tier, Question 21 5 marks

$Question 21, shown as an image$

find the values of n for which M = 2

[5]

Reveal mark scheme

Paper 2F November 2020 (R) Foundation tier, Question 3 3 marks

Here are the first five terms of a number sequence.

1 3 9 27 81

(a)

Find the next term of this sequence.

[1]

(b)

Explain how you found this term.

The 9th term of this number sequence is 6561

[1]

Reveal mark scheme

(c)

Find the 10th term of this sequence.

[1]

Reveal mark scheme

Paper 2F November 2020 (R) Foundation tier, Question 15 3 marks

Write 880 as a product of powers of its prime factors. Show your working clearly.

[3]

Reveal mark scheme

Paper 2F November 2020 (R) Foundation tier, Question 23 2 marks

23Given that 150^x = 1

(a)

write down the value of x.

Given that 3^–8 ÷ 3^–6 = 3ⁿ

[1]

(b)

find the value of n.

[1]

Reveal mark scheme

Paper 2H November 2020 Higher tier, Question 11 8 marks

Also involves Simplifying and manipulating expressions

$Question 11, shown as an image$

[2]

(b)

$Question 11, shown as an image$

[2]

Reveal mark scheme

$Question 11, shown as an image$

Show clear algebraic working.

[4]

Reveal mark scheme

Paper 2H November 2020 Higher tier, Question 12 3 marks

$Question 12, shown as an image$

find the value of x. Show clear algebraic working.

[3]

Reveal mark scheme

Paper 1F January 2020 (R) Foundation tier, Question 16 8 marks

(a)

Make a the subject of d = g + 2 ac

[2]

Reveal mark scheme

(b)

Factorise fully 9e f− 12f

[2]

Reveal mark scheme

(c)

Expand and simplify (x+ 2)(x− 5)

[2]

Reveal mark scheme

$Question 16, shown as an image$

[2]

Reveal mark scheme

Paper 1F January 2020 Foundation tier, Question 21 9 marks

(a)

Expand and simplify (m − 8)(m + 5)

[2]

Reveal mark scheme

(b)

Factorise fully 5y+ 20y²

[2]

Reveal mark scheme

(c)

Simplify (p²+ 3)⁰

[1]

$Question 21, shown as an image$

Show clear algebraic working.

[4]

Reveal mark scheme

Paper 1H January 2020 Higher tier, Question 17 6 marks

Also involves Simplifying and manipulating expressions

$Question 17, shown as an image$

Show each stage of your working.

[3]

Reveal mark scheme

(b)

$Question 17, shown as an image$

[3]

Reveal mark scheme

Paper 2F January 2020 (R) Foundation tier, Question 12 6 marks

(a)

Simplify k + k + k + k

$Question 12, shown as an image$

[1]

(b)(i)

Write f as a single power of 9

[1]

(b)(ii)

Write f as a single power of 3

[1]

(c)

Write 5¹⁷ maths symbol 5² as a single power of 5

[1]

(d)

Write 800 as a product of its prime factors. Show your working clearly.

[2]

Reveal mark scheme

Paper 2F January 2020 Foundation tier, Question 17 3 marks

$Question 17, shown as an image$

[1]

(b)

$Question 17, shown as an image$

[2]

Reveal mark scheme

Paper 2H January 2020 (R) Higher tier, Question 1 3 marks

(a)

Write 5¹⁷ maths symbol 5² as a single power of 5

[1]

(b)

Write 800 as a product of its prime factors. Show your working clearly.

[2]

Reveal mark scheme

Paper 2H January 2020 (R) Higher tier, Question 21 7 marks

Also involves Quadratic equations

$Question 21, shown as an image$

[3]

Reveal mark scheme

(b)

Find an expression for n in terms of y. Show clear algebraic working and simplify your expression.

[4]

Reveal mark scheme

Paper 1F June 2019 Foundation tier, Question 14 4 marks

(a)

Find the highest common factor (HCF) of 40 and 64

[2]

Reveal mark scheme

(b)

A = 2ⁿ × 3 × 5^m

Write 8 A as a product of powers of its prime factors.

[2]

Reveal mark scheme

Paper 1H June 2019 (R) Higher tier, Question 9 4 marks

Also involves Simplifying and manipulating expressions

(a)

Simplify t⁹ ÷ t³

[1]

(b)

Simplify w⁵ maths symbol w⁷

[1]

(c)

Simplify (5xy²)³

[2]

Reveal mark scheme

Paper 1H June 2019 Higher tier, Question 10 2 marks

Also involves Factors, multiples and primes

A = 2ⁿ maths symbol 3 5^m

Write 8 A as a product of powers of its prime factors.

[2]

Reveal mark scheme

Paper 1H June 2019 (R) Higher tier, Question 20 3 marks

a = 25 maths symbol 10¹⁴ⁿ where n is an integer. Find an expression, in terms of n, for $fraction$ Give your answer in standard form.

[3]

Reveal mark scheme

Paper 2H June 2019 (R) Higher tier, Question 14 4 marks

Also involves Simplifying and manipulating expressions

$Question 14, shown as an image$

[2]

(b)

find an expression for n in terms of x and y.

[2]

Reveal mark scheme

Paper 1H June 2018 (R) Higher tier, Question 14 8 marks

(a)

Simplify (2e² f³)³

[2]

Reveal mark scheme

(b)

Expand and simplify (3x maths symbol y)(x + 3y)

$Question 14, shown as an image$

[2]

Reveal mark scheme

(c)

Find the value of k.

[2]

Reveal mark scheme

(d)

$Question 14, shown as an image$

[2]

Reveal mark scheme

Paper 1H June 2018 Higher tier, Question 15 5 marks

Also involves Surds

$Question 15, shown as an image$

[2]

Reveal mark scheme

(b)

$Question 15, shown as an image$

[3]

Reveal mark scheme

Paper 2F June 2018 Foundation tier, Question 7 5 marks

(a)

Write 7 maths symbol 7 7 7 7 as a power of 7

[1]

Reveal mark scheme

(b)

Show that 64 is both a square number and a cube number.

[2]

Reveal mark scheme

(c)

Find the value of 11³

[1]

(d)

$Question 7, shown as an image$

[1]

Reveal mark scheme

Paper 2F June 2018 Foundation tier, Question 24, also on the Higher paper 4 marks

(a)

Find the value of n.

[2]

Reveal mark scheme

(b)

(13^–6)⁴ maths symbol 13⁵ = 13^k

Find the value of k.

[2]

Reveal mark scheme

Paper 2H June 2018 Higher tier, Question 10, also on the Foundation paper 4 marks

(a)

Find the value of n.

[2]

Reveal mark scheme

(b)

(13^–6)⁴ maths symbol 13⁵ = 13^k

Find the value of k.

[2]

Reveal mark scheme

Paper 2H June 2018 (R) Higher tier, Question 14 3 marks

Also involves Linear equations

128 = 4²^x maths symbol 2^x

Work out the value of x.

[3]

Reveal mark scheme

Indices

Indices questions

Edexcel 4MA1 Indices 80 questions

Paper 1F June 2025 Foundation tier, Question 21, also on the Higher paper Foundation Paper 1F · June 2025 · Question 21 Also on Higher 4 marks

Paper 1H June 2025 Higher tier, Question 4, also on the Foundation paper Higher Paper 1H · June 2025 · Question 4 Also on Foundation 4 marks

Paper 1H June 2025 (R) Higher tier, Question 8 Higher Paper 1H · June 2025 (R) · Question 8 5 marks

Paper 1H June 2025 (R) Higher tier, Question 15 Higher Paper 1H · June 2025 (R) · Question 15 6 marks

Paper 2F June 2025 (R) Foundation tier, Question 22 Foundation Paper 2F · June 2025 (R) · Question 22 5 marks

Paper 2H June 2025 Higher tier, Question 15 Higher Paper 2H · June 2025 · Question 15 3 marks

Paper 1F November 2024 Foundation tier, Question 5 Foundation Paper 1F · November 2024 · Question 5 7 marks

Paper 1F November 2024 Foundation tier, Question 20 Foundation Paper 1F · November 2024 · Question 20 6 marks

Paper 1H June 2024 Higher tier, Question 10 Higher Paper 1H · June 2024 · Question 10 4 marks

Paper 1H June 2024 (R) Higher tier, Question 11 Higher Paper 1H · June 2024 (R) · Question 11 4 marks

Paper 1H June 2024 (R) Higher tier, Question 14 Higher Paper 1H · June 2024 (R) · Question 14 6 marks

Paper 1H June 2024 (R) Higher tier, Question 17 Higher Paper 1H · June 2024 (R) · Question 17 4 marks

Paper 2F June 2024 (R) Foundation tier, Question 6 Foundation Paper 2F · June 2024 (R) · Question 6 5 marks

Paper 2F June 2024 (R) Foundation tier, Question 23 Foundation Paper 2F · June 2024 (R) · Question 23 2 marks

Paper 2H November 2023 Higher tier, Question 4 Higher Paper 2H · November 2023 · Question 4 8 marks

Paper 2H November 2023 Higher tier, Question 12 Higher Paper 2H · November 2023 · Question 12 4 marks

Paper 1F June 2023 (R) Foundation tier, Question 7 Foundation Paper 1F · June 2023 (R) · Question 7 5 marks

Paper 1F June 2023 (R) Foundation tier, Question 8 Foundation Paper 1F · June 2023 (R) · Question 8 4 marks

Paper 1F June 2023 (R) Foundation tier, Question 17 Foundation Paper 1F · June 2023 (R) · Question 17 3 marks

Paper 1F June 2023 Foundation tier, Question 21 Foundation Paper 1F · June 2023 · Question 21 8 marks

Paper 1F June 2023 (R) Foundation tier, Question 22 Foundation Paper 1F · June 2023 (R) · Question 22 4 marks

Paper 1H June 2023 Higher tier, Question 15 Higher Paper 1H · June 2023 · Question 15 6 marks

Paper 2H June 2023 Higher tier, Question 15 Higher Paper 2H · June 2023 · Question 15 7 marks

Paper 1F January 2023 (R) Foundation tier, Question 18 Foundation Paper 1F · January 2023 (R) · Question 18 3 marks

Paper 1H January 2023 (R) Higher tier, Question 12 Higher Paper 1H · January 2023 (R) · Question 12 2 marks

Paper 1H January 2023 Higher tier, Question 12 Higher Paper 1H · January 2023 · Question 12 2 marks

Paper 1H January 2023 Higher tier, Question 17 Higher Paper 1H · January 2023 · Question 17 3 marks

Paper 2F January 2023 Foundation tier, Question 7 Foundation Paper 2F · January 2023 · Question 7 5 marks

Paper 2F January 2023 Foundation tier, Question 11 Foundation Paper 2F · January 2023 · Question 11 4 marks

Paper 2F January 2023 Foundation tier, Question 24, also on the Higher paper Foundation Paper 2F · January 2023 · Question 24 Also on Higher 7 marks

Paper 2H January 2023 Higher tier, Question 9, also on the Foundation paper Higher Paper 2H · January 2023 · Question 9 Also on Foundation 7 marks

Paper 2H January 2023 (R) Higher tier, Question 12 Higher Paper 2H · January 2023 (R) · Question 12 6 marks

Paper 2H January 2023 Higher tier, Question 26 Higher Paper 2H · January 2023 · Question 26 5 marks

Paper 1H June 2022 Higher tier, Question 9 Higher Paper 1H · June 2022 · Question 9 4 marks

Paper 1H June 2022 (R) Higher tier, Question 12 Higher Paper 1H · June 2022 (R) · Question 12 3 marks

Paper 1H June 2022 (R) Higher tier, Question 16 Higher Paper 1H · June 2022 (R) · Question 16 6 marks

Paper 2F June 2022 (R) Foundation tier, Question 19 Foundation Paper 2F · June 2022 (R) · Question 19 3 marks

Paper 2F June 2022 (R) Foundation tier, Question 24, also on the Higher paper Foundation Paper 2F · June 2022 (R) · Question 24 Also on Higher 2 marks

Paper 2H June 2022 (R) Higher tier, Question 6 Higher Paper 2H · June 2022 (R) · Question 6 8 marks

Paper 2H June 2022 (R) Higher tier, Question 7, also on the Foundation paper Higher Paper 2H · June 2022 (R) · Question 7 Also on Foundation 2 marks

Paper 1F January 2022 Foundation tier, Question 16, also on the Higher paper Foundation Paper 1F · January 2022 · Question 16 Also on Higher 6 marks

Paper 1H January 2022 Higher tier, Question 1, also on the Foundation paper Higher Paper 1H · January 2022 · Question 1 Also on Foundation 6 marks

Paper 1H January 2022 Higher tier, Question 13 Higher Paper 1H · January 2022 · Question 13 6 marks

Paper 2F January 2022 (R) Foundation tier, Question 23, also on the Higher paper Foundation Paper 2F · January 2022 (R) · Question 23 Also on Higher 4 marks

Paper 2H January 2022 (R) Higher tier, Question 6, also on the Foundation paper Higher Paper 2H · January 2022 (R) · Question 6 Also on Foundation 4 marks

Paper 2H January 2022 Higher tier, Question 12 Higher Paper 2H · January 2022 · Question 12 3 marks

Paper 1H November 2021 Higher tier, Question 7 Higher Paper 1H · November 2021 · Question 7 3 marks

Paper 1F January 2021 (R) Foundation tier, Question 21, also on the Higher paper Foundation Paper 1F · January 2021 (R) · Question 21 Also on Higher 5 marks

Paper 1F January 2021 (R) Foundation tier, Question 24 Foundation Paper 1F · January 2021 (R) · Question 24 4 marks

Paper 1H January 2021 (R) Higher tier, Question 6, also on the Foundation paper Higher Paper 1H · January 2021 (R) · Question 6 Also on Foundation 5 marks

Paper 1H January 2021 (R) Higher tier, Question 12 Higher Paper 1H · January 2021 (R) · Question 12 9 marks

Paper 2F January 2021 Foundation tier, Question 20 Foundation Paper 2F · January 2021 · Question 20 4 marks

Paper 2H January 2021 (R) Higher tier, Question 4 Higher Paper 2H · January 2021 (R) · Question 4 4 marks

Paper 2H January 2021 (R) Higher tier, Question 19 Higher Paper 2H · January 2021 (R) · Question 19 7 marks

Paper 1F November 2020 Foundation tier, Question 23, also on the Higher paper Foundation Paper 1F · November 2020 · Question 23 Also on Higher 3 marks

Paper 1H November 2020 Higher tier, Question 10, also on the Foundation paper Higher Paper 1H · November 2020 · Question 10 Also on Foundation 3 marks

Paper 1H November 2020 (R) Higher tier, Question 21 Higher Paper 1H · November 2020 (R) · Question 21 5 marks

Paper 2F November 2020 (R) Foundation tier, Question 3 Foundation Paper 2F · November 2020 (R) · Question 3 3 marks

Paper 2F November 2020 (R) Foundation tier, Question 15 Foundation Paper 2F · November 2020 (R) · Question 15 3 marks

Paper 2F November 2020 (R) Foundation tier, Question 23 Foundation Paper 2F · November 2020 (R) · Question 23 2 marks

Paper 2H November 2020 Higher tier, Question 11 Higher Paper 2H · November 2020 · Question 11 8 marks

Paper 2H November 2020 Higher tier, Question 12 Higher Paper 2H · November 2020 · Question 12 3 marks

Paper 1F January 2020 (R) Foundation tier, Question 16 Foundation Paper 1F · January 2020 (R) · Question 16 8 marks

Paper 1F January 2020 Foundation tier, Question 21 Foundation Paper 1F · January 2020 · Question 21 9 marks

Paper 1H January 2020 Higher tier, Question 17 Higher Paper 1H · January 2020 · Question 17 6 marks

Paper 2F January 2020 (R) Foundation tier, Question 12 Foundation Paper 2F · January 2020 (R) · Question 12 6 marks

Paper 2F January 2020 Foundation tier, Question 17 Foundation Paper 2F · January 2020 · Question 17 3 marks

Paper 2H January 2020 (R) Higher tier, Question 1 Higher Paper 2H · January 2020 (R) · Question 1 3 marks

Paper 2H January 2020 (R) Higher tier, Question 21 Higher Paper 2H · January 2020 (R) · Question 21 7 marks

Paper 1F June 2019 Foundation tier, Question 14 Foundation Paper 1F · June 2019 · Question 14 4 marks

Paper 1H June 2019 (R) Higher tier, Question 9 Higher Paper 1H · June 2019 (R) · Question 9 4 marks

Paper 1H June 2019 Higher tier, Question 10 Higher Paper 1H · June 2019 · Question 10 2 marks

Paper 1H June 2019 (R) Higher tier, Question 20 Higher Paper 1H · June 2019 (R) · Question 20 3 marks

Paper 2H June 2019 (R) Higher tier, Question 14 Higher Paper 2H · June 2019 (R) · Question 14 4 marks

Paper 1H June 2018 (R) Higher tier, Question 14 Higher Paper 1H · June 2018 (R) · Question 14 8 marks

Paper 1H June 2018 Higher tier, Question 15 Higher Paper 1H · June 2018 · Question 15 5 marks

Paper 2F June 2018 Foundation tier, Question 7 Foundation Paper 2F · June 2018 · Question 7 5 marks

Paper 1F June 2025 Foundation tier, Question 21, also on the Higher paper 4 marks

Paper 1H June 2025 Higher tier, Question 4, also on the Foundation paper 4 marks

Paper 1H June 2025 (R) Higher tier, Question 8 5 marks

Paper 1H June 2025 (R) Higher tier, Question 15 6 marks

Paper 2F June 2025 (R) Foundation tier, Question 22 5 marks

Paper 2H June 2025 Higher tier, Question 15 3 marks

Paper 1F November 2024 Foundation tier, Question 5 7 marks

Paper 1F November 2024 Foundation tier, Question 20 6 marks

Paper 1H June 2024 Higher tier, Question 10 4 marks

Paper 1H June 2024 (R) Higher tier, Question 11 4 marks

Paper 1H June 2024 (R) Higher tier, Question 14 6 marks

Paper 1H June 2024 (R) Higher tier, Question 17 4 marks

Paper 2F June 2024 (R) Foundation tier, Question 6 5 marks

Paper 2F June 2024 (R) Foundation tier, Question 23 2 marks

Paper 2H November 2023 Higher tier, Question 4 8 marks

Paper 2H November 2023 Higher tier, Question 12 4 marks

Paper 1F June 2023 (R) Foundation tier, Question 7 5 marks

Paper 1F June 2023 (R) Foundation tier, Question 8 4 marks

Paper 1F June 2023 (R) Foundation tier, Question 17 3 marks

Paper 1F June 2023 Foundation tier, Question 21 8 marks

Paper 1F June 2023 (R) Foundation tier, Question 22 4 marks

Paper 1H June 2023 Higher tier, Question 15 6 marks

Paper 2H June 2023 Higher tier, Question 15 7 marks

Paper 1F January 2023 (R) Foundation tier, Question 18 3 marks

Paper 1H January 2023 (R) Higher tier, Question 12 2 marks

Paper 1H January 2023 Higher tier, Question 12 2 marks

Paper 1H January 2023 Higher tier, Question 17 3 marks

Paper 2F January 2023 Foundation tier, Question 7 5 marks

Paper 2F January 2023 Foundation tier, Question 11 4 marks

Paper 2F January 2023 Foundation tier, Question 24, also on the Higher paper 7 marks

Paper 2H January 2023 Higher tier, Question 9, also on the Foundation paper 7 marks

Paper 2H January 2023 (R) Higher tier, Question 12 6 marks

Paper 2H January 2023 Higher tier, Question 26 5 marks

Paper 1H June 2022 Higher tier, Question 9 4 marks

Paper 1H June 2022 (R) Higher tier, Question 12 3 marks

Paper 1H June 2022 (R) Higher tier, Question 16 6 marks

Paper 2F June 2022 (R) Foundation tier, Question 19 3 marks

Paper 2F June 2022 (R) Foundation tier, Question 24, also on the Higher paper 2 marks

Paper 2H June 2022 (R) Higher tier, Question 6 8 marks

Paper 2H June 2022 (R) Higher tier, Question 7, also on the Foundation paper 2 marks

Paper 1F January 2022 Foundation tier, Question 16, also on the Higher paper 6 marks

Paper 1H January 2022 Higher tier, Question 1, also on the Foundation paper 6 marks

Paper 1H January 2022 Higher tier, Question 13 6 marks

Paper 2F January 2022 (R) Foundation tier, Question 23, also on the Higher paper 4 marks

Paper 2H January 2022 (R) Higher tier, Question 6, also on the Foundation paper 4 marks

Paper 2H January 2022 Higher tier, Question 12 3 marks

Paper 1H November 2021 Higher tier, Question 7 3 marks

Paper 1F January 2021 (R) Foundation tier, Question 21, also on the Higher paper 5 marks

Paper 1F January 2021 (R) Foundation tier, Question 24 4 marks

Paper 1H January 2021 (R) Higher tier, Question 6, also on the Foundation paper 5 marks

Paper 1H January 2021 (R) Higher tier, Question 12 9 marks

Paper 2F January 2021 Foundation tier, Question 20 4 marks

Paper 2H January 2021 (R) Higher tier, Question 4 4 marks

Paper 2H January 2021 (R) Higher tier, Question 19 7 marks

Paper 1F November 2020 Foundation tier, Question 23, also on the Higher paper 3 marks

Paper 1H November 2020 Higher tier, Question 10, also on the Foundation paper 3 marks

Paper 1H November 2020 (R) Higher tier, Question 21 5 marks

Paper 2F November 2020 (R) Foundation tier, Question 3 3 marks

Paper 2F November 2020 (R) Foundation tier, Question 15 3 marks

Paper 2F November 2020 (R) Foundation tier, Question 23 2 marks

Paper 2H November 2020 Higher tier, Question 11 8 marks

Paper 2H November 2020 Higher tier, Question 12 3 marks

Paper 1F January 2020 (R) Foundation tier, Question 16 8 marks

Paper 1F January 2020 Foundation tier, Question 21 9 marks

Paper 1H January 2020 Higher tier, Question 17 6 marks

Paper 2F January 2020 (R) Foundation tier, Question 12 6 marks

Paper 2F January 2020 Foundation tier, Question 17 3 marks

Paper 2H January 2020 (R) Higher tier, Question 1 3 marks

Paper 2H January 2020 (R) Higher tier, Question 21 7 marks

Paper 1F June 2019 Foundation tier, Question 14 4 marks

Paper 1H June 2019 (R) Higher tier, Question 9 4 marks

Paper 1H June 2019 Higher tier, Question 10 2 marks

Paper 1H June 2019 (R) Higher tier, Question 20 3 marks

Paper 2H June 2019 (R) Higher tier, Question 14 4 marks

Paper 1H June 2018 (R) Higher tier, Question 14 8 marks

Paper 1H June 2018 Higher tier, Question 15 5 marks

Paper 2F June 2018 Foundation tier, Question 7 5 marks

Paper 2F June 2018 Foundation tier, Question 24, also on the Higher paper 4 marks

Paper 2H June 2018 Higher tier, Question 10, also on the Foundation paper 4 marks

Paper 2H June 2018 (R) Higher tier, Question 14 3 marks