Mathematics and Economics
University of NottinghamNottingham, United Kingdom
Fee for international students
- Intakes
- September
- Duration
- Not published
Programme facts
- Level
- Bachelor's
- Duration
- Not published
- Language of teaching
- English
- Study mode
- full time
- Credits
- Not published
- Intakes
- September
About this programme
How do government policies shape everyday life? What really drives inflation and interest rates? And how can mathematical models help explain unemployment, growth and financial instability? Our BSc Mathematics and Economics equips you to explore these questions using the analytical power of mathematics alongside core economic theory. This joint honours degree will help you to develop strong mathematical foundations while gaining a deep understanding of how economies work. Run collaboratively by the School of Mathematical Sciences and the School of Economics, we integrate quantitative training with economic reasoning. By the time you graduate, you’ll be able to analyse complex global challenges with clarity and precision. How do government policies shape everyday life? What really drives inflation and interest rates? And how can mathematical models help explain unemployment, growth and financial instability? Our BSc Mathematics and Economics equips you to explore these questions using the analytical power of mathematics alongside core economic theory. This joint honours degree will help you to develop strong mathematical foundations while gaining a deep understanding of how economies work. Run collaboratively by the School of Mathematical Sciences and the School of Economics, we integrate quantitative training with economic reasoning. By the time you graduate, you’ll be able to analyse complex global challenges with clarity and precision. As you would expect, there is an emphasis on mathematical concepts – but with a practical application, too. We believe in collaboratio
Entry requirements
Typical for this university, not this programme's own requirement.
- IELTS6.5 overall
- Minimum prior level
- upper secondary
Source: University course page
Check if you qualifyData: Discover Uni (HESA and Jisc).
