Computer Science and Mathematics
| Award | Attendance | Study | Duration | Start | Domestic fees | International fees |
|---|---|---|---|---|---|---|
| BSc | On-Campus | Full-time | 3 - 4 years | September | find out | find out |
About Computer Science and Mathematics, BSc - at University of Exeter
About this course
- An interdisciplinary degree combining traditional mathematical techniques with exciting contemporary applications in the field of computer science
- Develops practical skills in the specification, design and implementation of computer systems, as well as an understanding of the theory behind them
- Our world-class teaching is informed by active, up-to-the-minute research of international standing in developing fields including machine learning, artificial intelligence, and nature-inspired computation
- Opportunities for industry experience are available through summer placements or a year-long Industrial Placement
- Excellent teaching links with computer-related industry partners such as IBM, The Met Office, NATS and Motorola
Details about course variation options.
UCAS code - GG4C
This programme includes a year's paid industrial placement in your third year. You will work on a substantial project and gain first-hand experience of the practical application of computer science. This placement will give you invaluable work experience, significantly enhancing your employability, whilst developing your practical skills.
Yes, your industrial placement year counts as 120 credits of your degree.
During this year you will pay a reduced tuition fee. In 2018/19 the fee was £1,850 (or 20 per cent of the maximum fee for that year).
Yes, placements are paid with salaries varying according to role and employer.
You can apply directly through UCAS using the UCAS code above for BSc Computer Science with Industrial Placement.
We have excellent links with employers and can provide assistance in finding suitable employment. Professional experience not only develops your CV but helps you to determine your career aspirations.
Entry requirements for this course
Contact University of Exeter to find course entry requirements.
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