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ModsMH1811

Mathematics

Current offering — AY2025/2026 Semester 2

This course extends the basic concepts of differentiation and integration learned in Mathematics 1 to the operations on functions of multiple variables. Advanced applications of differential and integral calculus are included. In addition, the course covers topics on sequences, series, and ordinary differential equations. This course aims to equip you with 1. mathematical knowledge and analytical skills so that you can apply techniques of advanced calculus (along with their existing mathematical skills) to solve engineering or scientific problems whenever applicable; 2. mathematical reading skills so that you can read and understand related mathematical content in the basic and popular scientific and engineering literature; and 3. mathematical communication skills so that you can effectively and rigorously present your mathematical ideas to mathematicians, scientists, and engineers.

AUs3.0 AUs
Grade Type
PrerequisitePre-requisite, MH1810 applicable to AY2017 cohorts onwards MH1810(Corequisite)
Not Available To ProgrammeENG(NULL)
Not Available To All Programme With
Not Available As BDE/UE To Programme
Not Available As Core To Programme
Not Available As PE To Programme
Mutually Exclusive WithMH1100, MH1101, MH1801, MS2900
Not Offered As BDE
Not Offered As Unrestricted Elective
Exam

Total hours per week: 3 hrs

Available Indexes

MonTueWedThuFri
830

COMMON LEC (LE)

0830-1020 Fri

LKC-LT

900
930

32120 TUT (EE01)

0930-1020 Mon

TR+69

Wk2-13

32123 TUT (EE04)

0930-1020 Tue

TR+77

Wk2-13

32126 TUT (EE07)

0930-1020 Wed

TR+64

Wk2-13

32127 TUT (EE08)

0930-1020 Wed

TR+68

Wk2-13

1000
1030

32121 TUT (EE02)

1030-1120 Mon

TR+61

Wk2-13

32124 TUT (EE05)

1030-1120 Tue

TR+62

Wk2-13

32128 TUT (EE09)

1030-1120 Wed

TR+68

Wk2-13

32129 TUT (EE10)

1030-1120 Wed

TR+77

Wk2-13

32130 TUT (EE11)

1030-1120 Wed

TR+88

Wk2-13

32133 TUT (EE14)

1030-1120 Thu

TR+65

Wk2-13

1100
1130

28333 TUT (CV3)

1130-1220 Tue

TR+30

28334 TUT (CV4)

1130-1220 Tue

TR+29

23378 TUT (MA7)

1130-1220 Thu

LHN-TR+17

Wk2-13

23379 TUT (MA8)

1130-1220 Thu

LHN-TR+16, TR+30

Wk2-4, Teaching Wk5-13

23379 TUT (MA8)

1130-1220 Thu

LHN-TR+16, TR+30

Wk2-4, Teaching Wk5-13

23381 TUT (MA10)

1130-1220 Fri

TR+33

Wk2-13

23382 TUT (MA11)

1130-1220 Fri

TR+29

Wk2-13

1200
1230

23372 TUT (MA1)

1230-1320 Mon

LHN-TR+17

Wk2-13

23373 TUT (MA2)

1230-1320 Mon

TR+29

Wk2-13

23374 TUT (MA3)

1230-1320 Tue

TR+5

Wk2-13

23375 TUT (MA4)

1230-1320 Tue

TR+33

Wk2-13

28335 TUT (CV5)

1230-1320 Tue

TR+30

23376 TUT (MA5)

1230-1320 Wed

TR+29

Wk2-13

23377 TUT (MA6)

1230-1320 Wed

TR+33

Wk2-13

23380 TUT (MA9)

1230-1320 Thu

LHN-TR+16, TR+30

Wk2-4, Teaching Wk5-13

23380 TUT (MA9)

1230-1320 Thu

LHN-TR+16, TR+30

Wk2-4, Teaching Wk5-13

1300
1330

32122 TUT (EE03)

1330-1420 Mon

TR+77

Wk2-13

28336 TUT (CV6)

1330-1420 Tue

TR+30

28337 TUT (CV7)

1330-1420 Tue

TR+29

32125 TUT (EE06)

1330-1420 Tue

TR+91

Wk2-13

32134 TUT (EE15)

1330-1420 Thu

TR+69, TR+30

Wk2-4, Teaching Wk5-13

32134 TUT (EE15)

1330-1420 Thu

TR+69, TR+30

Wk2-4, Teaching Wk5-13

32135 TUT (EE16)

1330-1420 Thu

TR+89

Wk2-13

1400
1430
1500
1530

32131 TUT (EE12)

1530-1620 Wed

TR+88

Wk2-13

32132 TUT (EE13)

1530-1620 Wed

TR+89

Wk2-13

32136 TUT (EE17)

1530-1620 Thu

TR+61

Wk2-13

32137 TUT (EE18)

1530-1620 Thu

TR+62

Wk2-13

1600
1630

28331 TUT (CV1)

1630-1720 Mon

TR+30

28332 TUT (CV2)

1630-1720 Mon

TR+31

1700

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