Bridging Courses
All bridging courses are developed and awarded by the ²ÝÁñÉçÇø Institute of Management Pte Ltd, ²ÝÁñÉçÇø.
The Bridging Course for Economics, Mathematics and Accounting (EMA) programme at SIM is targeted at relevant diploma holders intending to study a UOL degree in an accelerated mode.
Admission Requirements:
- Polytechnic Diploma graduates (or equivalent). Candidates must satisfy the UOL general entrance requirements and demonstrate competence in Mathematics at least equivalent to UK GCSE/GCE 'O' Level at Grade C or above.
- Candidate must provide proof of competence in English acceptable to UOL such as a pass (Grade C6 and above) in the GCE 'O' Level English Language examinations or its equivalent.
Course Fees: S$850.20 per module, inclusive of 9% GST, payable at the start of each intake
Duration and intake: Full-time, 2 months commencing in January and July
- Jan 2025 – March 2025, inclusive of final examination
- July 2025 – August 2025, inclusive of final examination
Class Duration: 3 hours per lesson for 10 sessions
Attendance requirement:
- Local: 75%
- International (inclusive of Dependent Pass/Long-term Visit Pass holders): 90%
Applications for EMA Bridging (Jan 2025 Intake) open now till 1 Dec 2024 (local) | 24 Nov 2024 (international)
Modules offered under this programme are: Algorithms, Numerical Mathematics, Discrete Mathematics, Economics, Mathematics and Accounting. Applicants of the BSc Computer Science programme whose diplomas meet the requirement to enrol for the bridging course will be automatically invited to attend classes only for either Algorithms, Numerical Mathematics and/or Discrete Mathematics.
The table below describes the three modules and the corresponding RPL in the Computer Science programme:
Bridging modules
|
RPL from UOL courses in
|
What you will study
|
Numerical Mathematics
|
CM1015 Computational Mathematics
|
- Number bases, conversion and operations
- Sequences and series, recursion, arithmetic and geometric sequences
- Modular arithmetic, congruent integers
- Angles, triangles and trigonometric relations
- Functions, cartesian coordinates, graphs, kinematics
- Trigonometric functions
- Exponential and logarithmic functions
- Limits and differentiation
- Algebra, vector and matrices
- Combinatorics and probability
|
Discrete Mathematics
|
CM1020 Discrete Mathematics
|
- Sets
- Boolean Algebra
- Propositional Logic
- Predicate Logic
- Functions
- Recursion and Mathematical Induction
- Relations
- Graphs
- Trees
- Counting
|
Algorithms |
CM1035 Algorithms and Data Structures I |
- Problems, algorithms and flowcharts
- Pseudocode
- Vectors, stacks and queues
- Data structures and searching
- Sorting data I
- What makes a good algorithm?
- Searching data II
- Recursion
- Sorting data III
- Computational complexity
|
The average teacher-student ratio is 1:55 for full-time Bridging EMA, and 1:47 for part-time Bridging EMA.
Download a sample timetable (PDF 134 KB)
View a list of lecturers’ teaching modules (PDF 79.1 KB)
Certification
A certificate of completion will be awarded upon successful passing of the Bridging (EMA) programme. There will not be any refund or recourse should students fail to complete the course within the specified duration.
Notes:
- Min 25pax to start the course. The student shall be informed within one month before programme commencement.
- All bridging courses are 100% written exams that set and mark by SIM lecturers.
- Students must pass with at least a C grade (40%) in all bridging examinations to qualify for RPL.
- Fees do not include textbooks and application fee.
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