**Why choose this course**
Mathematics and statistics form the basis of many aspects of modern life and have applications across the sciences, technology, finance and management.
Encompassing the latest advances in both disciplines, our courses enable you to develop skills such as creative problem-solving and logical reasoning, which are in great demand in a range of sectors.
As a mathematics undergraduate at Surrey, you’ll be part of a vibrant and friendly community. You’ll benefit from a personal tutor, small group teaching, and a lively, research-active lear...
**Why choose this course**<br/>Mathematics and statistics form the basis of many aspects of modern life and have applications across the sciences, technology, finance and management.<br/><br/>Encompassing the latest advances in both disciplines, our courses enable you to develop skills such as creative problem-solving and logical reasoning, which are in great demand in a range of sectors.<br/><br/>As a mathematics undergraduate at Surrey, you’ll be part of a vibrant and friendly community. You’ll benefit from a personal tutor, small group teaching, and a lively, research-active learning environment. <br/><br/>You can also take part in our award-winning Professional Training placements scheme, which prepare students for roles in various sectors. <br/><br/>**What you will study**<br/>Our courses help you build on your current knowledge and gain a strong foundation across the fundamentals of mathematics and statistics. This includes algebra, analysis, probability and advanced calculus. Between one-quarter and one-third of modules are statistics. <br/><br/>In your first year, you’ll also develop your mathematical programming skills using Python, which will be further developed in Year 2, and gain experience with R programming. <br/><br/>In Year 3, you’ll be able to choose from a broad range of optional modules in topics such as experimental design, asset pricing theory, mathematical theory of data science, Bayesian statistics, and graphs and networks. <br/><br/>You can choose to study for a BSc or opt for our MMath. The latter is a direct route to a masters qualification and enables you to delve deeper into advanced mathematics. It also provides a good foundation for further study at postgraduate level.
Some courses vary and have tailored teaching options, select a course option below.
Course Details
Information
Study Mode
Full-time
Duration
3 Years
Start Date
09/2024
Campus
Stag Hill
Provider Details
Codes/info
Course Code
G1G3
Institution Code
S85
Points of Entry
Year 1
A levelA,B,B Overall: ABB We do not include General Studies or Critical Thinking in our offers. Required Subjects: Grade A in Mathematics. Applicants taking the Science Practical Endorsement are required to pass. UCAS TariffScottish HigherA,A,B,B,B Overall: AABBB Required Subjects: Grade A in Mathematics. GCSE or Equivalent: English Language: Scottish National 5 - C Mathematics: Scottish National 5 - C Access to HE DiplomaD:30,M:15 Overall: QAA-recognised Access to Higher Education Diploma with 45 Level 3 Credits including 30 at Distinction, 15 at Merit, and A level Mathematics grade A. Required Subjects: A level Mathematics grade A. International Baccalaureate Diploma Programme33 Overall: 33 Required Subjects: HL6 in Mathematics. GCSE or Equivalent: English, HL4/SL4 (including MYP). Maths, HL4/SL4 (including MYP). Maths Studies, SL4. Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016)DDD Overall: DDD BTEC Extended Diploma and A level Mathematics grade A. Required Subjects: Additional A level Mathematics grade A required. GCSE/National 4/National 5GCSE English Language at Grade C(4) and Mathematics at Grade C(4). Scottish Advanced HigherA,B,B Overall: ABB Required Subjects: Grade A in Mathematics. GCSE or Equivalent: English Language: Scottish National 5 - C Mathematics: Scottish National 5 - C Extended ProjectWelsh Baccalaureate - Advanced Skills Challenge Certificate (first teaching September 2015)Overall: Pass overall with ABB from a combination of the Advanced Skills Challenge Certificate and two A levels. Applicants taking the Science Practical Endorsement are required to pass. Required Subjects: Grade A in A level Mathematics. GCSE or Equivalent: Completion of GCSE English and Mathematics equivalents within the Advanced Skills Challenge Certificate. |
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