Mathematics
UCAS Code: G100
Bachelor of Science (with Honours) - BSc (Hons)
Entry requirements
A level
Including C in mathematics.
Including merit in at least 12 level 3 credits in mathematics.
GCSE/National 4/National 5
English language and mathematics at grade 4 (or C). Alternatively, Key Skills level 2 may be used in lieu of GCSE English.
Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016)
Including merit in further mathematics units.
Including level 3 mathematics.
Including level 3 mathematics.
UCAS Tariff
Including level 3 mathematics.
About this course
This course has alternative study modes. Contact the university to find out how the information below might vary.
**Summary**: Mathematics is a highly respected degree with a high demand for mathematicians and statisticians across many sectors such as oil, gas, renewable energy, health sciences, finance and banking, space science, as well as many other science and engineering industries.
**Course details**: We produce graduates with the problem-solving and leadership skills necessary to forge successful careers. This course develops your knowledge and understanding of mathematical concepts and methods. It provides you with a strong mathematical foundation and develops your capacity to apply mathematics to real-world problems, including analytical and numerical approaches to modelling and problem-solving. Group projects develop your communication skills through independent learning and team work, providing you with practical skills essential to your career.
Within this programme you have the opportunity to spend one year learning and developing your skills through work experience. This allows you to apply academic knowledge in a work environment and improve your career prospects. It can even lead to the offer of a permanent job with your placement employer. In the final year you complete a specialist project, which provides a unique opportunity for you to explore an area of mathematics that interests you in greater depth. You are guided throughout by your project supervisor.
**After the course**: Our award-winning careers service works with regional and national employers to advertise graduate positions, in addition to providing post-graduation support for all Teesside University alumni. Jobs relevant to mathematics graduates include: actuarial analyst, actuary, chartered accountant, data analyst, investment analyst, research scientist (maths), school teacher, statistician, systems developer.
Typical employers include: NHS, local and central government, educational establishments, pharmaceutical industry, IT companies, engineering companies, insurance companies, market research and marketing companies and finance, banking and accountancy firms.
Modules
Access course information through Teesside University’s website using the course details link provided.
Assessment methods
You attend a range of lectures, small-group tutorials and laboratory sessions. The course includes a substantial final-year research-based project. The course provides a number of contact teaching and assessment hours (such as lectures, tutorials, laboratory work, projects, examinations), but you are also expected to spend time working independently. This self-study time is to review lecture notes, solve tutorial exercises, prepare coursework assignments, work on projects and revise for assessments.
One module in each year involves a compulsory one-week block delivery period. This intensive problem-solving week provides you with an opportunity to focus your attention on particular problems and enhance your team-working and employability skills.
Our assessment strategy tests your subject knowledge, independent thought and skills acquisition. It involves a range of assessments types, including coursework assignments, group project reports and formal examinations.
Tuition fees
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The Uni
Teesside University
Mathematics
What students say
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