Mathematics (Placement Year)
Lancaster UniversityLancaster, 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
Mathematics is an incredibly powerful subject that sits at the foundation of all science and technology. And, as a mathematician, you will learn how to see the beauty of maths in everything; from patterns in nature to geometry in buildings. You will learn about the ways in which mathematics can be used to make a real difference in society, opening you up to a huge range of career paths, from medicine and social care to energy and climate change. Our highly flexible degree will enable you to find and develop your passions, whether that be in geometry, statistics, algebra, number theory or even further afield. You will become a part of a supportive community of deep thinkers that collaborate to solve problems and to prove and disprove theories. Our four-year BSc Hons Mathematics (Placement Year) degree begins by building your understanding of mathematical methods and concepts through a mix of lectures and workshops. Studying four core and two optional modules, you will explore a wide range of topics, from multivariable calculus, probability and statistics, to logic, proofs and theorems. In Year 2, the four core modules deepen your mathematical knowledge in analysis, algebra, probability and statistics, you will start to work on both individual and group projects which will enhance your research and employment skills. In addition to these you will choose two optional modules. As you progress into Year 4, you choose six optional modules that appeal to your interests, enabling you to delve deeper and gain the specialist skills and knowledge needed to guide you towards a spec
Entry requirements
Typical for this university, not this programme's own requirement.
- IELTS6 overall
- Minimum prior level
- upper secondary
Source: University course page
Check if you qualifyData: Discover Uni (HESA and Jisc).
