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Mathematics with Data Science BSc (Hons)
Course Overview - Mathematics with Data Science BSc (Hons)
**Why choose this course**
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 learning environment.
You can also take part in our award-winning Professional Training placements scheme, which prepare students for roles in various sec...
**Why choose this course**<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 course helps you build on your current knowledge and gain a strong foundation across the fundamentals of mathematics, data science and statistics. This includes algebra, analysis, probability and advanced calculus. Data science and statistics modules together comprise between one-quarter and one-third of the programme.<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.
Course Information
1 option available
Some courses vary and have tailored teaching options, select a course option below.
Course Details
Information
Study Mode
Sandwich
Duration
4 Years
Start Date
15/09/2025
Campus
Stag Hill
Course Address
Stag Hill
Guildford
GU2 7XH
Application Details
Provider Details
Codes/info
Course Code
G1G9
Institution Code
S85
Points of Entry
Year 1
Entry Requirements
UCAS Tariff
Not Accepted
Scottish Higher
A,A,A,B,B
A,A,B,B,B
Overall: AAABB-AABBB Required Subjects: Mathematics at Grade A GCSE or Equivalent: English Language: Scottish National 5 - C
Access to HE Diploma
Overall: QAA-recognised Access to Higher Education Diploma with 45 Level 3 Credits including 39 at Distinction and 6 at Merit - 30 at Distinction and 15 at Merit. Additionally A-level Mathematics grade A.
International Baccalaureate Diploma Programme
34
33
Overall: 34-33 Required Subjects: Mathematics Applications and Interpretations HL6 or Mathematics Analysis and Approaches HL6/SL7. GCSE or Equivalent: English A HL4/SL4 or English B HL5/SL6.
Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016)
GCSE/National 4/National 5
GCSE English Language at Grade C(4).
Scottish Advanced Higher
A,A,B
A,B,B
Overall: AAB-ABB Required Subjects: Mathematics at Grade A GCSE or Equivalent: English Language: Scottish National 5 - C
Extended Project
Not Accepted
A level
A,A,B
A,B,B
Overall: AAB-ABB. We do not include General Studies or Critical Thinking in our offers. Required Subjects: Mathematics at Grade A Applicants taking the Science Practical Endorsement are required to pass.
Welsh Baccalaureate - Advanced Skills Challenge Certificate (last awarded Summer 2024)
Overall: Pass overall with AAB-ABB from a combination of the Advanced Skills Challenge Certificate and two A levels. Applicants taking the Science Practical Endorsement are required to pass. A-level General Studies and A-level Critical Thinking are not accepted. Required Subjects: A-level Mathematics at grade A. GCSE or Equivalent: Completion of GCSE English and Mathematics equivalents within the Advanced Skills Challenge Certificate.
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