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A-level Maths factsheet

Overview

Universities value Maths and it is a pre-requisite subject for many degrees. Mathematical and statistical problem solving, data analysis and interpretation skills are used in a broad range of subject areas.

Key Facts

Start Dates:

  • 3 January 2023
  • 11 September 2023

Colleges:

  • Bournemouth
  • Brighton
  • London
  • Oxford

Entry level:

  • Academic: Completed 10 years of schooling (GCSE or equivalent)
  • English: IELTS 5.5 or equivalent

Minimum age:

  • 16

Length:

  • 2 Academic Years (3 terms)
  • We also offer a One-Year A-level in Maths and an entry from Year 12.

Lessons:

  • Average 7 hours per week for each A-level subject (plus homework and private study)

Learning outcomes

  • Gain UK national university entrance qualification
  • Raise English to university level
  • Develop study skills required at degree level
  • Develop specialist subject expertise

Course content and structure

The following syllabus outline is based on Edexcel exam board content. Please note that exam boards may vary from college to college.

Year 1

Pure Maths content

  • Algebra and functions (part 1)
  • Further algebra
  • The binomial expansion
  • Differentiation
  • Integration
  • Vectors (2D)
  • Coordinate geometry in the (x, y) plane
  • Trigonometry
  • Algebra and functions (part 2)
  • Exponentials and logarithms

Applied Maths content: Section A — Statistics

  • Statistical sampling
  • Data presentation and interpretation
  • Probability: mutually exclusive events;
  • Independent events
  • Statistical distributions
  • Statistical hypothesis testing

Applied Maths content: Section B —Mechanics

  • Quantities and units in mechanics
  • Kinematics 1 (constant acceleration)
  • Forces & Newton’s laws
  • Kinematics 2 (variable acceleration)

Year 2

Pure Maths content

  • Proof
  • Algebraic and partial fractions
  • Functions and modelling
  • Series and sequences
  • The binomial theorem
  • Trigonometry
  • Parametric equations
  • Differentiation
  • Numerical methods
  • Integration (part 1)
  • Integration (part 2)
  • Vectors (3D)

Applied Maths content: Section A —Statistics

  • Regression and correlation
  • Probability
  • The Normal distribution

Applied Maths content: Section B —Mechanics

  • Moments: Forces’ turning effect
  • Forces at any angle
  • Applications of kinematics: Projectiles
  • Applications of forces
  • Further kinematics

Typical A-level subject combinations with Maths

Sample enrichment activities

  • Bletchley Park visit 
  • The Big Bang fair, NEC Birmingham
  • UK Maths Challenge
  • Oxford University Science laboratory visit
  • Maths Club
  • Science Club
  • Science in the News Club
  • Astronomy Club
  • Business Enterprise

Sample academic calendar (2021-2022)

Year 1

Sept

6th: term starts
Student induction

Oct

18 – 22nd: half term
Progress tests

Nov

University fairs and talks

Dec

10th: term ends
End of term exams

Jan

3rd: term starts

Feb

10th – 11th: half term
Progress tests
University fairs

Mar

End of term exams
18th: term ends

Apr

4th: term starts

May

Progress tests

June

Exams
10th: term ends

Year 2

Sept

5th: term starts

Oct

17th – 21st: half term
15th October: UCAS deadline (Medicine)
Progress tests

Nov

University fairs and talks

Dec

9th: term ends
End of term exams

Jan

2nd: term starts
15th January: UCAS deadline (other subjects)

Feb

9th – 10th: half term
Progress tests

Mar

17th: term ends
Mock exams

Apr

3rd: term starts
Progress tests

May

Final exams

June

9th June: term ends

Recommended reading

Below is a list of books which may help you prepare for your studies prior to arrival. Please note that additional books, and online resources such as websites and journals will be shared once you begin your course.

  • Proofiness: How You’re Being Fooled by the Numbers by Chares Seife
  • The Mathematical Experience by Philip J. Davis
  • The Drunkard’s Walk by Leonard Mlodinov
  • Oxford Student’s Mathematics by Oxford Dictionaries
  • Oxford Content and Language Support: Mathematics by Caroline Meyrick and Judy Roberts

Degree progression

Maths has wide applications in industry, business, finance, science, technology and many others.

There are a number of courses where A-level Maths is favoured — including Chemistry, Medicine, Architecture and Economics.

University courses in the following fields all stipulate A-level mathematics as necessary:

  • Accounting 
  • Business Studies
  • Computing
  • Engineering
  • Maths
  • Physics

Sample alumni progression

Aysha Ahmad Sharudin

  • Maths/Biology/Chemistry/Persian
  • University of Exeter (Neuroscience)

Chun Yu Chan

  • Maths/Biology/Chemistry/Physics
  • Queen’s University Belfast (Medicine)

Hon Ming Lam

  • Maths/Biology/Chemistry
  • University of Bristol (Pathology)

Maryam Aghaeinasababad

  • Maths/Biology/Chemistry/
  • Royal Veterinary College (Veterinary Medicine)

Negin Nematiniaye Masooleh

  • Maths/Biology/Chemistry/Persian
  • University of Leeds (Medical Science)

Pantea Hassannia

  • Maths/Biology/Chemistry/Physics 
  • University of Surrey (Medical Engineering)

Timofei Fedotov

  • Maths/Further Maths/Biology/Physics
  • University of Oxford (Engineering)

Ya Gan

  • Maths/Economics/Geography
  • LSE (Government with Economics)

Shujie Feng

  • Maths/Further Maths/Physics
  • University of Edinburgh (Maths)

Yeqian Gao

  • Maths/Physics/Art
  • Newcastle University (Architecture)

Van Khoa Hoang

  • Maths/Further Maths/Physics
  • University of Manchester (Artificial Intelligence)

Thi Thu Ha Phung

  • Maths/Physics/Economics
  • University of Bath (Business Administration)
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