England
Where do you live?
What you will study
-
Number theory: you’ll learn about divisibility properties of the integers. These have many practical applications, such as in cryptography. -
Conics: these are the curves obtained by slicing a cone along a plane. Their applications include modelling the motion of planets and other heavenly bodies. -
Geometric transformations: these include reflections, rotations and translations, and other similar ways of transforming geometric figures. You’ll use an algebraic approach, involving matrices and vectors. -
Mathematical language and proof: you’ll look at how mathematical results can be stated clearly, and how they can be proved to be true. -
Further calculus: you’ll extend your knowledge and skills in calculus. -
Differential equations: these are equations that involve an unknown function and one or more of its derivatives. They are used extensively in applied mathematics to model various situations involving quantities that change. -
Mechanics: you’ll analyse forces that act on stationary objects, and the motion of moving objects. -
Eigenvalues and eigenvectors: these are numbers and vectors associated with matrices, which arise in a range of situations in both pure and applied mathematics. -
Combinatorics: you’ll learn how to solve problems involving the positive integers, such as how many different ways there are to choose objects from a set. You’ll also study some interesting sequences of numbers, such as the Fibonacci sequence.
You will learn
-
thinking logically about mathematical problems -
expressing problems in mathematical language -
using mathematical techniques to find solutions to problems -
communicating mathematical ideas clearly and succinctly
Vocational relevance
-
typesetting mathematics -
using a computer algebra system -
learning independently.
Teaching and assessment
Support from your tutor
-
marking your assignments and offering detailed feedback to help you improve -
providing individual guidance, whether that’s for general study skills or specific module content -
guiding you to additional learning resources -
facilitating online discussions between your fellow students in the dedicated forums.
Assessment
-
3 Tutor-marked assignments (TMAs) -
4 Interactive computer-marked assignments (iCMAs) -
Examination
What's included
-
a week-by-week study planner -
course-specific module materials -
audio and video content -
assessment details and submission section -
online tutorial access -
access to student forums.
-
access to computer applications.
-
module books.
You will need
-
a scientific calculator (Casio fx-83GTX PLUS or fx-85GTX PLUS recommended).
Qualifications
-
Certificate of Higher Education in Mathematical Sciences (T14) -
Certificate of Higher Education in Mathematics and Physics (T53) -
Diploma of Higher Education in Mathematical Sciences (W43) -
Diploma of Higher Education in Mathematics and Physics (W22) -
BSc (Honours) Mathematics (Q31) -
BSc (Honours) Mathematics and its Learning (Q46) -
BSc (Honours) Mathematics and Physics (Q77) -
BSc (Honours) Mathematics and Statistics (Q36)
-
Certificate of Higher Education Open (T09) -
Certificate of Higher Education in Computing & IT and a second subject (T13) -
Diploma of Higher Education Open (W34) -
Diploma of Higher Education in Natural Sciences (W37) -
Diploma of Higher Education in Computing & IT and a second subject (W42) -
Diploma of Higher Education in Physics (W82) -
BA/BSc (Honours) Open degree (QD) -
BSc (Honours) Natural Sciences (Q64) -
BSc (Honours) Computing & IT and a second subject (Q67) -
Master of Physics (M06)
Future availability
Regulations
Entry requirements
Preparatory work
-
algebraic manipulation and solving equations -
quadratics and parabolas -
geometry and trigonometry -
exponentials and logarithms.
Computing requirements
-
Primary device – A desktop or laptop computer with at least 8 GB of RAM and a quad-core processor (2.4 GHz minimum speed). It’s possible to access some materials on a mobile phone, tablet or Chromebook; however, they will not be suitable as your primary device or for taking your online exam. -
Peripheral devices – Headphones/earphones with a built-in microphone for online tutorials, plus an external webcam and a microphone for the online invigilated exam. -
Operating systems – Windows 11 or the latest supported macOS. -
Internet access – A broadband or mobile connection with at least 3 Mbps upload and download speed. -
Browser – Google Chrome and Microsoft Edge are recommended. Mozilla Firefox and Safari may be suitable. You'll need to use Google Chrome with a supplied free extension for the online exam. -
Our OU Study app operates on supported versions of Android and iOS. -
Software – Any additional software, including any required to complete the online invigilated exam, will be provided or is generally freely available.
If you have a disability
Course fee
| Start | End | Register by | England fee |
|---|---|---|---|
| 03 Oct 2026 | 30 Jun 2027 | 10 Sep 2026 | £2,044 |
| 30 Jan 2027 | 30 Sep 2027 | 07 Jan 2027 | £2,044 |
Additional costs
Study costs
Ways to pay
Open University Student Budget Account
-
Register now, pay later – OUSBA pays your module fee direct to the OU. You then repay OUSBA interest-free and in full just before your module starts. 0% APR representative. This option could give you the extra time you may need to secure the funding to repay OUSBA. -
Pay by instalments – OUSBA calculates your monthly fee and number of instalments based on the cost of the module you are studying. APR 5.1% representative.
Employer sponsorship
-
Your employer just needs to complete a simple form to confirm how much they will be paying and we will invoice them. -
You won’t need to get your employer to complete the form until after you’ve chosen your module.
