In this course, the basic concepts of limits, differentiation and integration are introduced. Applications of differential and integral calculus are included. In addition, the course also covers topics on complex numbers, vectors and matrices. It aims to prepare the first year engineering students for further courses in engineering disciplines and more advanced mathematics in year 2.
This course aims to equip you with
- mathematical knowledge and analytical skills so that you are able to apply techniques of advanced calculus (along with their existing mathematical skills) to solve engineering or scientific problems whenever applicable;
- mathematical reading skills so that you can read and understand related mathematical content in the basic and popular scientific and engineering literature; and
- mathematical communication skills so that you can effectively and rigorously present your mathematical ideas to mathematicians, scientists and engineers.
| AUs | 3.0 AUs |
| Grade Type | |
| Prerequisite | |
| Exam | 23 November 2026, 9.00 am - 11.00 am |
The Exam information shown may be subject to changes. Students are to check the finalised exam timetable with exam seat information, which will be available at the 'Examination Seating Arrangement' webpage, 2 weeks before start of examination.
Prerequisite Graph
Required first
Mathematics 1
Unlocks
BG2211Introduction To Computational ThinkingBG3102Control In BiosystemsCB1117Engineering MathematicsCE1104Linear Algebra For ComputingCE2100Probability & Statistics For ComputingCH2010Engineering StatisticsCH2104Heat & Mass Transfer In Chemical & Biological SystemsCH2112Chemical Reaction EngineeringCH3101Process Control & DynamicsCH3102Chemical Reaction EngineeringCZ1104Linear Algebra For ComputingCZ2100Probability & Statistics For ComputingEE2010Signals & SystemsIE2010Signals & SystemsIE2107Engineering Mathematics II+6 moreAvailable Indexes
| Mon | Tue | Wed | Thu | Fri | ||||||||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 830 | COMMON LEC (LE1) 0830-1020 Mon LKC-LT | COMMON LEC (LE2) 0830-1020 Fri LKC-LT | ||||||||||||||||||||
| 900 | ||||||||||||||||||||||
| 930 | 55152 TUT (C11) 0930-1020 Wed TR+20 Wk2-13 | |||||||||||||||||||||
| 1000 | ||||||||||||||||||||||
| 1030 | 15091 TUT (MAT1) 1030-1120 Tue TR+36 Wk2-13 | 32056 TUT (EE16) 1030-1120 Thu TR+113 Wk2-13 | 32057 TUT (EE17) 1030-1120 Fri TR+106 Wk2-13 | |||||||||||||||||||
| 1100 | ||||||||||||||||||||||
| 1130 | 23449 TUT (MA12) 1130-1220 Mon LHN-TR+16 Wk2-13 | 32041 TUT (EE01) 1130-1220 Mon TR+108 Wk2-13 | 55148 TUT (B11) 1130-1220 Wed TR+20 Wk2-13 | 55149 TUT (B12) 1130-1220 Wed TR+21 Wk2-13 | 55150 TUT (B13) 1130-1220 Wed TR+22 Wk2-13 | 55151 TUT (B14) 1130-1220 Wed TR+23 Wk2-13 | 55153 TUT (C12) 1130-1220 Wed TR+106 Wk2-13 | 55154 TUT (C13) 1130-1220 Wed TR+108 Wk2-13 | 15094 TUT (MAT4) 1130-1220 Thu TR+36 Wk2-13 | 32053 TUT (EE13) 1130-1220 Thu TR+112 Wk2-13 | 32058 TUT (EE18) 1130-1220 Fri TR+106 Wk2-13 | 32059 TUT (EE19) 1130-1220 Fri TR+113 Wk2-13 | 32077 TUT (EE20) 1130-1220 Fri TR+114 Wk2-13 | |||||||||
| 1200 | ||||||||||||||||||||||
| 1230 | 23450 TUT (MA13) 1230-1320 Mon LHN-TR+16 Wk2-13 | 23451 TUT (MA14) 1230-1320 Mon TR+33 Wk2-13 | 32042 TUT (EE02) 1230-1320 Mon TR+114 Wk2-13 | 15092 TUT (MAT2) 1230-1320 Tue TR+36 Wk2-13 | 15097 TUT (MAT2) 1230-1320 Tue TR+36 Wk2-13 | 32045 TUT (EE05) 1230-1320 Tue TR+107 Wk2-13 | 23446 TUT (MA9) 1230-1320 Wed TR+114 Wk2-13 | 23447 TUT (MA10) 1230-1320 Wed TR+112 Wk2-13 | 23448 TUT (MA11) 1230-1320 Wed TR+113 Wk2-13 | 23452 TUT (MA15) 1230-1320 Wed LHN-TR+17 Wk2-13 | 23453 TUT (MA16) 1230-1320 Wed LHN-TR+16 Wk2-13 | 23454 TUT (MA17) 1230-1320 Wed LHN-TR+33, TRX43 Wk2-5, Teaching Wk6-13 | 23454 TUT (MA17) 1230-1320 Wed LHN-TR+33, TRX43 Wk2-5, Teaching Wk6-13 | 32049 TUT (EE09) 1230-1320 Wed TR+106 Wk2-13 | 55155 TUT (C14) 1230-1320 Fri TR+20 Wk2-13 | 55156 TUT (C15) 1230-1320 Fri TR+21 Wk2-13 | 55157 TUT (C16) 1230-1320 Fri TR+23 Wk2-13 | |||||
| 1300 | ||||||||||||||||||||||
| 1330 | 15093 TUT (MAT3) 1330-1420 Tue TR+36 Wk2-13 | 15098 TUT (MAT3) 1330-1420 Tue TR+36 Wk2-13 | 28121 TUT (CV1) 1330-1420 Wed TRX43 Wk2-13 | 28122 TUT (CV2) 1330-1420 Wed TR+36 Wk2-13 | 28123 TUT (CV3) 1330-1420 Wed TR+34 Wk2-13 | 28124 TUT (CV4) 1330-1420 Wed TR+31 Wk2-13 | 28125 TUT (CV5) 1330-1420 Wed TR+110 Wk2-13 | 28126 TUT (CV6) 1330-1420 Wed TR+111 Wk2-13 | 32052 TUT (EE12) 1330-1420 Wed TR+108 Wk2-13 | 32054 TUT (EE14) 1330-1420 Thu TR+107 Wk2-13 | 32078 TUT (EE21) 1330-1420 Fri TR+114 Wk2-13 | |||||||||||
| 1400 | ||||||||||||||||||||||
| 1430 | 23438 TUT (MA1) 1430-1520 Mon TR+109 Wk2-13 | 23439 TUT (MA2) 1430-1520 Mon TR+106 Wk2-13 | 32046 TUT (EE06) 1430-1520 Tue TR+106 Wk2-13 | 32050 TUT (EE10) 1430-1520 Wed TR+110 Wk2-13 | 50011 TUT (A01) 1430-1520 Fri LHN-TR+05 Wk2-13 | |||||||||||||||||
| 1500 | ||||||||||||||||||||||
| 1530 | 23440 TUT (MA3) 1530-1620 Mon TR+106 Wk2-13 | 23441 TUT (MA4) 1530-1620 Mon TR+107 Wk2-13 | 23442 TUT (MA5) 1530-1620 Mon TR+108 Wk2-13 | 32043 TUT (EE03) 1530-1620 Mon TR+113 Wk2-13 | 23443 TUT (MA6) 1530-1620 Tue TR+36 Wk2-13 | 23444 TUT (MA7) 1530-1620 Tue TR+29 Wk2-13 | 23445 TUT (MA8) 1530-1620 Tue TR+106 Wk2-13 | 32047 TUT (EE07) 1530-1620 Tue TR+107 Wk2-13 | 32051 TUT (EE11) 1530-1620 Wed TR+31 Wk2-13 | 15095 TUT (MAT5) 1530-1620 Thu TR+36 Wk2-13 | 15099 TUT (MAT5) 1530-1620 Thu TR+36 Wk2-13 | |||||||||||
| 1600 | ||||||||||||||||||||||
| 1630 | 32044 TUT (EE04) 1630-1720 Mon TR+113 Wk2-13 | 32048 TUT (EE08) 1630-1720 Tue TR+113 Wk2-13 | 15096 TUT (MAT6) 1630-1720 Thu TR+36 Wk2-13 | 15100 TUT (MAT6) 1630-1720 Thu TR+36 Wk2-13 | 32055 TUT (EE15) 1630-1720 Thu TR+107 Wk2-13 | |||||||||||||||||
| 1700 | ||||||||||||||||||||||