Mathematics for School of Engineering (SOE)
The Mathematics modules below are designed to strengthen the mathematical foundation of our engineering students in their course of study in the School of Engineering.
Engineering Mathematics 1 (EM1)
Engineering Mathematics 2 (EM2)
First Year modules taken by the following diplomas:
AE, AVT, BME, CEM, EE, ECE, ES, NSS, AT, AMS, MOT & ME
Engineering Mathematics 3A (EM3A)
Second Year module taken by the following diplomas:
AE, AVT, BME, CEM, EE, ECE, ES & NSS
Engineering Mathematics 3B (EM3B)
Second Year module taken by the following diplomas:
AT, AMS, MOT & ME
Mathematics for School of Life Sciences & Chemical Technology (LSCT)
Mathematics
First Year module taken by the diplomas MBIO, BMS & PHARM.
Engineering Mathematics 1 (EM1)
Engineering Mathematics 2 (EM2)
First Year modules taken by the diplomas CBE and EWT.
Engineering Mathematics 3 (EM3)
Second Year module taken by the diplomas CBE and EWT.
Mathematics for School of Design & Environment (DE)
Engineering Mathematics 1 (EG1)
Engineering Mathematics 2 (EG2)
First Year modules taken by the students in Diploma in Sustainable Urban Design & Engineering (SDE).
Engineering Mathematics 3B (EM3B)
Second Year module taken by SDE students in Civil Engineering track only.
Certificate in Advanced Engineering Mathematics (CAEM)
Offered to NP students in the School of Engineering, School of Life Sciences & Chemical Technology and the School of Design & Environment, this programme helps to strengthen and broaden your mathematical skills in preparation for university admission.
The syllabus is aligned to H2 A-Level Mathematics (2017) Syllabus 9758 and part of H2 Further Mathematics (2017) Syllabus 9649 to fulfil the admission requirement of A-level equivalent mathematics. Benefits include exemption from the NUS foundation math module MA1301 and students will be allowed to read modules listing A-level mathematics as a prerequisite.
Eligible students will be briefed by their School/Division on the registration procedure. CAEM comprises of 8 modules, of which 4 modules are prescribed while 2 modules can be chosen from either a statistical or pure mathematics option. Completion of all 6 modules will satisfy the programme requirement.