Financial Mathematics BSc
School of Physics, Astronomy and Mathematics
Institution Code H36
UCAS Code
GN13
Course Code EIMM
Start date
No start dates available.
About the course
- This is an excellent course which enables you to extend your knowledge of Mathematics whilst gaining extremely valuable and vocational skills which can lead to a lucrative career;
- Your first year is common with students from the general Mathematics degree and those specializing in Computing Mathematics, which gives you the chance to reconfirm your choice or opt for the BSc Mathematics or BSc Computing Mathematics before your second year studies begin;
- You will be part of a small and friendly department within the School of Physics, Astronomy and Mathematics. Visit our School web page.
- If you would like more detailed information about what you will be studying on each year of this course, then go to 'Course structure' via the tab at the top of the page, and then click on the '- full details' link for each year of study. You will then see a description for each module.
Entry requirements
260 UCAS points which must include at least grade C in Mathematics GCE A2 level; mathematics, plus GCSE English and mathematics at grade C or above. A minimum IELTS score of 6.0,TOEFL 550 (213 CBT) is required for those for whom English is not their first language. Equivalent qualifications welcomed.We are pleased to accept all qualifications included in the UCAS tariff points system (e.g. International Baccalaureate, key skills). More information about our entry requirements.
English language requirements
All students from non-majority English speaking countries require proof of English language proficiency. The following qualifications and grades will be considered
- GCSE English language grade A-C
- IELTS 6.0 (with no less than 5.5 in any band)
Other English language tests are accepted. Please contact the International Office for details.
Study routes
- Part-time 5-6 years
- Full-time 3 years full-time
- Sandwich 4 years sandwich
Location(s)
Professional accreditation
Accredited by the Institute of Mathematics and its Applications (IGradIMA)
Accredited by the Institute of Analysts and Programmers (GradIAP), depending on modules studied