AQA AS (7356) & A (7357) Level Maths Topic Questions For 2026 Exam​

Perfect for AQA AS (7356) & A-Level (7357) Mathematics Exam Review in line with the latest syllabus

Become outstanding in the AQA AS (7356) & A-Level (7357) Mathematics examinations by using our expertly curated compilation of topic-based exam papers and revision notes. Get access to authentic topic questions and detailed marking schemes that clearly show what examiners expect. Ideal for realistic practice under true exam conditions and as an introduction to assessment criteria and effective examination strategies that will help you achieve top grades in your exams.

Here you will find all AQA AS (7356) & A-Level (7357) Mathematics topic questions organized by subject area and exam board with complete mark schemes.

A-LEVEL MATHS TOPIC QUIZZES

Pure Mathematics 1

14 practice questions on Pure Mathematics 1

Pure Mathematics 2

14 practice questions on Pure Mathematics 2

Proof

Algebra and functions

B3 - Quadratic functions (part 1)

B3 - Quadratic functions (part 2)

B4 - Simultaneous equations (part 1)

B4 - Simultaneous equations (part 2)

B6 - Polynomials (part 1)

B6 - Polynomials (part 2)

B7 - Graphs of functions

B8 - Functions (A-level only)

B9 - Transformations (part 1)

B9 - Transformations (part 2)

B10 - Partial fractions (A-level only)

B11 - Algebraic modelling

Coordinate geometry

C1 - Equation of a straight line (part 1)

C1 - Equation of a straight line (part 2)

C2 - Equation of a circle

C3 - Parametric equations (A-level only)

C4 (BANG!) - Parametric modelling (A-level only)

Sequences and series

D1 - Binomial expansion (part 1)

D1 - Binomial expansion (part 2)

D2 - Sequences (A-level only)

D3 - Sigma notation (A-level only)

D4 - Arithmetic sequences (A-level only)

D5 - Geometric sequences (A-level only)

D6 - Modelling with sequences (A-level only)

Trigonometry

E1 - Basic trigonometry (part 1)

E1 - Basic trigonometry (part 2)

E2 - Small angle approximations (A-level only)

E3 - Trigonometric functions

E4 - Inverse trigonometric functions (A-level only)

E5 - Trigonometric identities (part 1)

E5 - Trigonometric identities (part 2)

E6 - Compound angle form (A-level only)

E7 - Solving trigonometric equations (part 1)

E7 - Solving trigonometric equations (part 2)

E8 - Proving trigonometric identities (A-level only)

E9 - Trigonometric functions in context (part 1) (A-level only)

E9 - Trigonometric functions in context (part 2) (A-level only)

E9 - Trigonometric functions in context (part 3) (A-level only)

Exponentials and logarithms

F1 - Exponentials and graphs

F2 - Gradient of e to kx

F3 - Definition of a logarithm (part 1)

F3 - Definition of a logarithm (part 2)

F4 - Laws of logarithms

F5 - Exponential equations (part 1)

F5 - Exponential equations (part 2)

F6 - Logarithmic graphs

F7 - Exponential growth and decay

Differentiation

G1 - Understanding differentiation (part 1)

G1 - Understanding differentiation (part 2)

G2 - Differentiating functions (part 1)

G2 - Differentiating functions (part 2)

G2 - Differentiating functions (part 3)

G2 - Differentiating functions (part 4)

G3 - Applications of differentiation (part 1)

G3 - Applications of differentiation (part 2)

G3 - Applications of differentiation (part 3)

G4 - Differentiation rules (part 1) (A-level only)

G4 - Differentiation rules (part 2) (A-level only)

G5 - Implicit and parametric differentiation (A-level only)

G6 - Constructing differential equations (A-level only)

Integration

H1 - Fundamental theorem of calculus

H2 - Standard integrals (part 1)

H2 - Standard integrals (part 2)

H2 - Standard integrals (part 3)

H3 - Definite integrals (part 1)

H3 - Definite integrals (part 2)

H4 - Integration rules (A-level only)

H5 - Integrating fractions (A-level only)

H6 - Solving differential equations (part 1) (A-level only)

H6 - Solving differential equations (part 2) (A-level only)

H7 - Interpreting and solving differential equations (A-level only)

Numerical methods (A-level only)

I1 - Locating roots (A-level only)

I2 - Numerical solutions (A-level only)

I3 - Numerical integration (A-level only)

I4 - Numerical methods in context (A-level only)

Vectors

J1 - Using vectors (part 1)

J1 - Using vectors (part 2)

J2 - Vector magnitude and direction (part 1)

J2 - Vector magnitude and direction (part 2)

J3 - Vector addition and multiplication

J4 - Position vectors (part 1)

J4 - Position vectors (part 2)

J5 - Vector problems (part 1)

J5 - Vector problems (part 2)

Statistical sampling

K - Statistical sampling

Data representation and intepretation

L1 - Single variable data diagrams

L2 - Interpreting scatter diagrams

L3 - Central tendency and variation

L4 - Dealng with data sets

Probability

M1 - Understanding probability (part 1)

M1 - Understanding probability (part 2)

M2 - Conditional probability (part 1) (A-level only)

M2 - Conditional probability (part 2) (A-level only)

M3 - Modelling with probability (A-level only)

Statistical distributions

N1 - Discrete probability distributions (part 1)

N1 - Discrete probability distributions (part 2)

N1 - Discrete probability distributions (part 2)

N2 - Normal distribution (part 2) (A-level only)

N3 - Modelling with probability distributions (part 1) (A-level only)

N3 - Modelling with probability distributions (part 2) (A-level only)

Quantities and units in mechanics

P - Quantities and units in mechanics

Examiner Reports

Kinematics

Q1 - Language of kinematics (part 1)

Q1 - Language of kinematics (part 2)

Q1 - Language of kinematics (part 3)

Q3 - Constant acceleration equations (part 1)

Q3 - Constant acceleration equations (part 2)

Q3 - Constant acceleration equations (part 3)

Q3 - Constant acceleration equations (part 4)

Q3 - Constant acceleration equations (part 5)

Q4 - Kinematics with calculus (part 1)

Q4 - Kinematics with calculus (part 2)

Q5 - Motion under gravity (part 1) (A-level only)

Q5 - Motion under gravity (part 2) (A-level only)

Forces and Newton's laws

R1 - Forces and Newton's first law (part 1)

R1 - Forces and Newton's first law (part 2)

R2 - Newton's second law (part 1)

R2 - Newton's second law (part 2)

R2 - Newton's second law (part 3)

R2 - Newton's second law (part 4)

R2 - Newton's second law (part 5)

R3 - Understanding weight (part 1)

R3 - Understanding weight (part 2)

R4 - Newton's third law (part 1)

R4 - Newton's third law (part 2)

R4 - Newton's third law (part 3)

R4 - Newton's third law (part 4)

R5 - Resultant forces (A-level only)

R6 - Friction (part 1) (A-level only)

R6 - Friction (part 2) (A-level only)

Moments

S1 - Moments (A-level only)

Paper 1

Proof

Algebra and functions

Coordinate geometry

Sequences and series

Trigonometry

Exponentials and logarithms

Differentiation

Integration

Numerical methods

Paper 2

Vectors

Quantities and units in mechanics

Kinematics

Forces and Newton’s laws

Moments

Question Papers
Question Papers
Question Papers
Mark Scheme
Mark Scheme
Mark Scheme

Paper 3​

Statistical sampling

Data presentation and interpretation

Probability

Statistical distributions

Statistical hypothesis testing

Question Papers
Question Papers
Question Papers
Question Papers
Mark Scheme
Mark Scheme
Mark Scheme
Mark Scheme

Additional Questions

Lecture 01

Lecture 02

Lecture 03

Lecture 04

Lecture 05

Lecture 06

Having Struggles with Your AQA AS (7356) & A-Level (7357) Mathematics Revision?

Get Expert AQA A-Level Mathematics Tutoring to Boost Your Grades Today!

Struggling with AQA Maths? Get the support you need through expert tutoring or focused revision courses. Strengthen your understanding, boost your grades, and prepare effectively using targeted AQA Maths topic questions and the right study resources to achieve exam success.

Why Consider a Tutor for Your AQA AS (7356) & A-Level (7357) Mathematics Review?

A personal tutor can provide tailored support based on your individual learning needs. Tutors offer one-on-one sessions that focus on the areas where you need the most improvement. Whether it’s pure mathematics, statistics, or mechanics, a tutor can provide targeted strategies and techniques to ensure that you understand key concepts and are prepared for upcoming exams with confidence.

Summer School and Easter Revision Services: A Great Opportunity

Summer and Easter revision services are an excellent way to prepare for exams while still having time to relax. These sessions are structured to help you revisit your syllabus, revise key topics, and practice with AQA Maths exam papers. These services offer intensive study periods, which can be highly beneficial for students aiming to refresh their knowledge and boost confidence before the final exams.

Accessing the AQA AS (7356) & A-Level (7357) Mathematics Syllabus for Efficient Studying

Accessing your exam board’s syllabus is one of the most effective ways to stay on track during your revision. The syllabus provides a clear outline of the topics you need to cover and allows you to prioritize areas that require more attention.

The comprehensive AQA AS (7356) & A-Level (7357) Mathematics Syllabus ensures that you are following the right path and studying the correct resource material, including authentic topic-based questions and mark schemes aligned with examiner expectations.

Where to Find the Best Educational Services

For further support, you can check out the services offered by our Sister Companies, Lite Regal International College and Lite Regal Education, both of which provide expert tutors and revision resources. Whether you need a tutor for personalized lessons or are looking to join a revision group, these services have a wide range of options to fit your study needs.

Success in AQA AS (7356) & A-Level (7357) Mathematics exams doesn’t come from last-minute cramming. It comes from strategic, consistent practice — exactly what we offer here at Exam Papers Practice. By regularly working through our AQA Maths topic questions, you’ll build the confidence, accuracy, and analytical skills needed to achieve the grades you deserve.