This course aims to: i) Provide you with the knowledge of the fundamental principles of linear algebra and basic matrix operations; ii) Equip you with the ability to apply computational methods to obtain solutions to problems involving: roots of equation; interpolations; differentiation and integration; simple ordinary differential equation and partial differential equations.
| Academic Units | 3 |
| Exam Schedule | Wed May 06 2026 00:00:00 GMT+0000 (Coordinated Universal Time) 09:00-11:00 |
| Grade Type | Letter Graded |
| Department Maintaining | CEE |
| Mutually Exclusive | |
| Not Available to Programme | ACBS, ACC, ACDA, ADM, AERO, AISC, ARED, ASEC, BACF, BASA, BCE, BCG, BEEC, BIE, BMS, BS, BSB, BSPY, BUS, CBE, CBEC, CE, CEEC, CHEM, CHIN, CMED, CNEL, CNLM, COMP, CS, CSC, CSEC, DSAI, ECDS, ECMA, ECON, ECPP, ECPS, EEE, EEEC, EESS, ELAH, ELH, ELHS, ELPL, ENE, ENEC, ENG, ESPP, HIST, HSCN, HSLM, IEEC, IEM, LMEL, LMPL, LMS, MACS, MAEC, MAEO, MAT, MATH, ME(DES), ME(IMS), ME(NULL), ME(RMS), MEEC(DES), MEEC(IMS), MEEC(NULL), MEEC(RMS), MS, MS-2ndMaj/Spec(MSB), MTEC, PESC, PHIL, PHMS, PHY, PLCN, PLHS, PPGA, PSLM, PSMA, PSY, REP(ASEN), REP(BIE), REP(CBE), REP(CE), REP(CSC), REP(EEE), REP(MAT), REP(ME), ROBO, SCED, SOC, SPPE, SSM |
| Not Available as BDE/UE to Programme | REP(CVEN), REP(ENE) |
| Index | Type | Group | Day | Time | Venue | Remark |
|---|---|---|---|---|---|---|
| - | LEC/STUDIO | LE1 | TUE | 1230-1420 | LT7 |
0930
1030
1130
1230
1330
1430
1530
1630
1730
CV2019
28021
TUT | TR+35
CV2019
28022
TUT | TR+35
CV2019
28023
TUT | TR+35
CV2019
28024
TUT | TR+35
CV2019
28025
TUT | TR+35
CV2019
LEC/STUDIO | LT7
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