the United Kingdom
University of SheffieldThe award | How you will study | Study duration | Course start | Domestic course fees | International course fees |
---|---|---|---|---|---|
Graduate Certificate | Part-time | 9 month | find out | GBP 0 per year | GBP 0 per year |
This nine-month part-time distance learning course covers the relevant first-year undergraduate mathematics, and the relevant first and second-year probability and statistical theory. It runs from late September until early June. Exams are online, so you won't need to visit Sheffield.
There are three modules and you'll either be given directed reading from standard textbooks or a fully comprehensive set of course notes, depending on the module, as well as examples and exercises to work through. Tailored course material will also be made available online including additional notes and video lectures.
Our lecturers will give you feedback and comments on your work and each module has an online forum for discussions. You'll need to dedicate around 20 hours a week to your studies.
Progression
An average final mark of approximately 65 per cent on the Graduate Certificate, with at least 60 per cent in each of the three modules, will usually allow you to progress onto the MSc Statistics or MSc Statistics with Medical Applications, provided you meet the University's English language requirements.
Minimum 2:2 undergraduate honours degree in a quantitative subject (e.g. biochemistry, biomedical science, computer science, economics, medicine, engineering) and at least grade B in A Level mathematics, or equivalent.
We also consider a wide range of international qualifications:
Entry requirements for international students
Preparing for the course - reading materialBelow are three of the core texts for A Level mathematics. Next to each one are chapters covering material you should be familiar with before you start the Graduate Certificate. If you are unfamiliar with any of these topics you should work on this material before you start the course. The titles are from the AS and A Level Modular Mathematics series of the Edexcel exam board:
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