Using the tools of advanced mathematics to understand the diversity and complexity of the chemical world is what really drives students on our Chemistry and Mathematics degrees. On this programme you’ll study alongside single honours chemists and mathematicians who are learning the same concepts and reaching the same depth of knowledge as you. As you move through the programme you’ll have the opportunity to specialise in a range of topics in both areas of your course and vary the split between the two components to study the topics that interest you the most. You’ll develop your mathematical skills in major branches such as pure maths, applied maths and statistics. A wide range of optional modules allows you to explore topics from dynamical systems to logic to coding theory. You’ll combine your mathematics knowledge with the study of chemistry to understand how and why molecules react and the methods of studying them. You can specialise in organic, inorganic or physical chemistry. The programme will allow you to develop a range of sophisticated analytical and problem solving skills that are attractive to employers, including theoretical modelling, practical experimentation, computational programming and data analytics. Mathematics will allow you to develop a sophisticated understanding of mathematical structures and principles while gaining a wide range of skills that are attractive to employers. Core modules will develop your knowledge of key topics such as linear algebra and calculus, while a wide range of optional modules will allow you to pursue areas from differential geometry to numerical analysis, combinatorics and nonlinear dynamics.

Modules are not listed for this Course.

Assessment Methods are not listed for this Course.

Professional Bodies are not listed for this Course.

26 January This is the deadline for applications to be completed and sent for this course. If the university or college still has places available you can apply after this date, but your application is not guaranteed to be considered.

Course code: FG11

Institution code: L23

Campus Name: Main Site

Campus code:

The following entry points are available for this course:

Year 1

Entry Requirements for Advanced Entry are not listed for this Course.

GCSE: English Grade C/4, if a Mathematics A Level equivalent is not required then a minimum Grade B/6 in GCSE Mathematics is required

Please click the following link to find out more about qualification requirements for this course

Minimum Further Information are not listed for this Course.

Test	Grade	AdditionalDetails

IELTS 6.0 overall with no less than 5.5 in any one component.

Student satisfaction : 75%

Employment after 15 months (Most common jobs): 80%

Go onto work and study: 95%

For further information please see http://www.leeds.ac.uk/undergraduatefees

Woodhouse Lane
Address2 are not listed for this Course.
Address3 are not listed for this Course.
Leeds
LS2 9JT