Overview 

This foundation-level programme prepares students for progression into an undergraduate degree centred on advanced mathematical theory and its applications. Delivered at the University of Leeds as part of the International Foundation Year, it builds core mathematical techniques alongside academic study skills tailored to STEM disciplines. The programme is designed to develop the rigorous quantitative reasoning needed for a highly numerate degree.

What You'll Learn

• Differential and integral calculus, forming the core mathematical toolkit for degree-level study

• Applied mathematics modules that build problem-solving and quantitative reasoning skills

• Introductory approaches to mathematical thinking and technique across foundational topics

• Complementary science content that reinforces analytical and logical reasoning

• Academic study skills tailored to science, technology, engineering, and mathematics subjects

Learning Outcomes 

By the end of this programme, students will be able to apply core techniques in calculus and applied mathematics to solve structured, abstract problems. They will have developed strong analytical and logical reasoning skills, alongside the academic study habits needed to approach a demanding, numerate degree with confidence. These outcomes will prepare graduates to enter the first year of a BSc Mathematics degree with the quantitative foundation and study discipline the programme requires.