BSc - Mathematics

Course overview

Statistics
Qualification Bachelor's Degree
Study mode Full-time
Duration 3 years
Intakes September
Tuition (Local students) $ 35,249
Tuition (Foreign students) $ 64,211
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Admissions

Intakes

Fees

Tuition

$ 35,249
Local students
$ 64,211
Foreign students

Estimated cost as reported by the Institution.

Application

Data not available
Local students
Data not available
Foreign students

Student Visa

Data not available
Foreign students

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Entry Requirements

  • GCE A-level ABB, including grade A in Mathematics or Further Mathematics. 
  • BTEC Level 3 Extended Diploma DDD plus A-level Mathematics or Further Mathematics at Grade A. 
  • BTEC Level 3 Diploma DD in a related subject with an A-level Mathematics or Further Mathematics at grade A. 
  • BTEC Level 3 Subsidiary Diploma D in a related subject with A-levels grade AB including an A grade in Mathematics or Further Mathematics. 
  • International Baccalaureate Diploma 31 points, including 6 points in Higher Mathematics. 
  • Access to Higher Education Diploma Complete and pass relevant Access course with 45 credits at Level 3, of which 30 credits must be at Distinction and 15 credits at Merit or higher. Applicants must also have an A-level in Maths grade A.

English Language Requirements:

  • IELTS: 6 (min 5.5 in all areas) 
  • Pearson: 51 (51 in all subscores)
  • BrunELT: 60% (min 55% in all areas)

Curriculum

Year 1

  • Linear Algebra 
  • Calculus and Numerical Methods 
  • Mathematical Modelling 
  • Computing Projects and Mechanics 
  • Discrete Mathematics, Probability and Statistics 

Year 2

  • Linear and Numerical Methods 
  • Vector Calculus and Applications 
  • Communication Skills and Operational Research 
  • Statistics 
  • Algebra and Discrete Mathematics 
  • Analysis 

Year 3

  • Major Project
  • Statistics
  • Numerical methods for partial differential equations 
  • Complex Variable Methods and Applications 
  • Risk and Optimisation in Finance 
  • Differential and Integral Equations 
  • Encryption and Data Compression 
  • Stochastic models and mathematical finance

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