Duration:
8 Semesters (4 years)

Overview:
A student shall be admitted directly into the B.Sc. Combined Degree (Major/Major) Programme at Level 1. The Faculty offers the following Subject Combinations in this programme:

  • Biological Sciences/Mathematics
  • Chemistry/Mathematics
  • Computer Science/Mathematics
  • GEP (Environmental Science)/Mathematics
  • Mathematics/Physics

GEP – Geography, Environmental Science and Planning

General Entry Requirements:

  • SGCSE/IGCSE Admission – A minimum of six (6) subject passes (at E grade or better), which must include passes at C grade or better in English Language and at least four other subjects.
  • G.C.E. O Level Admission – A minimum of six (6) subject passes in the GCE O Level, which must include passes at C grade or better in English Language and at least four other subjects
  • A Level Admission
    • A candidate who has taken acceptable A Level examinations may be admitted into Semester 1 of the programme. Such a candidate may be exempted from taking a course(s) already passed at A Level with a D grade or better.
    • A candidate who has at least two grades of C or better at A Level, or an equivalent qualification in the Science subjects offered at the University, may be exempted from the first year of the programme, provided he/she fits into an acceptable (Level 2) programme. Such a candidate may be required to take and pass a course(s) normally taken by students in their first two semesters (Level 1).
  • Mature Age Entry Admission
    • A candidate must be 22 years or older on the first day of the University Academic year in which admission is sought.
    •  
    • A candidate should have completed SGCSE/IGCSE or equivalent with at least four (4) passes.
    • No candidate who has previously attended at the University may be re-admitted to the University under these regulations to a programme in which he/she has previously been unsuccessful during the previous attendance
    • A candidate who satisfies conditions (1) to (3) above will be required to sit a Special Entrance examination which will consist of a general paper and a special paper that will be a combination of Science and Mathematics.
    • A candidate will be recommended to the Admissions Committee having satisfied all the MAEA conditions and having passed both papers.
    • The University will consider a candidate’s admission on the recommendation of the Mature Age Entry Committee.

IGCSE – International General Certificate of Secondary Education
MAEA – Mature Age Entry Admission
SGCSE – Swaziland General Certificate of Secondary Education

Programme Special Entry Requirements:

  • SGCSE/IGCSE – In addition to the requirements indicated above, an applicant must have a C grade or better in Mathematics/Additional Mathematics and THREE subjects to be chosen as either Co-ordinated Sciences or Two of Biology, Chemistry, Combined Science, Geography, Information and Communication Technology, Physical Science, Physics and any other subject(s).
  • G.C.E. O Level – In addition to the requirements indicated above, an applicant must have a C grade or better in Mathematics/Additional Mathematics and THREE subjects to be chosen as either Additional Combined Science AND Combined Science or two of Biology Chemistry, Geography, Physics, Science (Chemistry/Physics) and any other subject(s).

The University Calendar provides comprehensive information on the entry requirements and programme structure.



Possible careers for BSc. Mathematics Major include but not limited to:
  • Cryptographer
  • Mathematician
  • Economist
  • Actuar
  • Financial planner
  • Investment analyst
  • Statistician
  • Operations research analyst
  • Systems engineer
  • Inventory control specialist
  • Budget analyst
  • Accountant
  • Insurance underwriter
  • Programmer analyst
  • Purchasing agent


Semester I
  • MAT111 Algebra, Trigonometry and Analytic Geometry
Semester 11
  • MAT112 Introduction to Calculus

Semester III
  • MAT211 Calculus
  • MAT221 Linear Algebra
  • MAT231 Foundation of Mathematics
Semester IV
  • MAT212 Calculus II
  • MAT216 Ordinary Differential Equation
  • MAT256 Dynamics I

Semester V
  • MAT311 Numerical Analysis I
  • MAT313 Complex Analysis
  • MAT331 Real Analysis I
Semester VI
  • MAT312 Vector Calculus
  • MAT324 Abstract Algebra I
  • MAT340 Mathematical Statistics I

Semester VII
  • MAT411 Numerical Analysis II
  • MAT415 Computational Methods
  • MAT499 Research Project

Applied Mathematics Stream

  • MAT455 Dynamics II

Pure Mathematics Stream

  • MAT423 Abstract Algebra II

Mathematical Statistics Stream

  • MAT441 Mathematical Statistics II
Semester VIII
  • MAT416 Partial Differential Equations
  • MAT418 Optimisation Theory
  • MAT499 Research Project

Applied Mathematics Stream

  • MAT456 Fluid Mechanics

Pure Mathematics Stream

  • MAT434 Metric Spaces

Mathematical Statistics Stream

MAT442 Mathematics of Finance