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BSc Mathematics with Foundation Year
About this course
Mathematics is a discipline of exceptional breadth and depth, concerned with structure, pattern, logic, and the quantitative relationships that underlie the natural world, the economy, and an increasingly wide range of human activities. At its most abstract it asks what can be proved and how, building understanding from precise definitions and rigorous argument. At its most applied it provides the tools to model complex systems, analyse data, solve optimisation problems, and reason carefully under uncertainty. The range of questions that mathematics can illuminate is one of the things that makes it one of the most valuable subjects to have studied at degree level. At Keele University, this four-year full-time Mathematics degree with a foundation year offers an IMA-accredited programme that explores essential mathematical principles, concepts, and applications. The foundation year provides a supported entry for students who need additional preparation before engaging with a demanding mathematical degree, ensuring that everyone arrives at the main programme with the grounding needed to thrive. You will explore areas such as analysis, algebra, differential equations, probability, statistics, and numerical methods, with opportunities to focus on the areas that interest you most. Professional and employability modules and the chance to spend time in industry are built into the programme. Mathematics graduates are among the most sought after by employers across many sectors. Actuarial science, finance, data science, software development, scientific research, engineering, statistics, teaching, and the civil service are all well-established destinations. The combination of logical reasoning, quantitative skill, and problem-solving ability developed through a mathematics degree is applicable across virtually any field that involves analytical thinking. Postgraduate study in mathematics, statistics, financial mathematics, data science, or a related discipline is a natural next step for those who wish to develop specialist expertise or pursue academic research.
Syllabus & Modules
Typical curriculumStudent Satisfaction
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