Undergraduate modules (for students in BSc programmes)
Code
Module description
Semester
Credits
Prerequisites
Lectures per week
Tutorial hours pw
WTW 114
Calculus 114
1
16
*
4
3
WTW 115
Discrete Structures 115
1
8
**
2
1½
WTW 123
Numerical Analysis 123
2
8
WTW 114 GS
2
1½
WTW 126
Linear Algebra 126
2
8
*
2
1½
WTW 128
Calculus 128
2
8
WTW 114 GS
2
1½
WTW 133
Precalculus 133
1
8
#: As for 4 year programme
5
1 + 2
WTW 134
Mathematics 134
1 or 2
16
**
4
1½
WTW 143
Calculus 143
2
8
WTW 133
4
1 + 2
WTW 144
Calculus 144
2
8
WTW 133
4
1 + 2
WTW 152
Mathematical Modelling 152
1
8
**
2
1½
WTW 153
Calculus 153
1
8
WTW 143
4
1 + 2
WTW 162
Dynamical Processes 162
2
8
WTW 114 GS
2
1½
WTW 183
Precalculus 183
1
8
#: As for 4 year programme
5
1 + 2
WTW 211
Linear Algebra 211
1
12
WTW 126
2
1½
WTW 218
Calculus 218
1
12
WTW 114, 126, 128
2
1½
WTW 220
Analysis 220
2
12
WTW 114, 128
2
1½
WTW 221
Linear Algebra 221
2
12
WTW 211
2
1½
WTW 248
Vector Analysis 248
2
12
WTW 218
2
1½
WTW 285
Discrete Structures 285
2
12
WTW 115
2
1½
WTW 286
Differential Equations 286
1
12
WTW 114, 126, 128
2
1½
WTW 310
Analysis 310
1
18
WTW 220
2
1½
WTW 320
Analysis 320
2
18
WTW 218, 310
2
1½
WTW 354
Financial Engineering 354
1
18
WTW 211, 218, WST 211
2
1½
WTW 364
Financial Engineering 364
2
18
WTW 126, 218, 286, WST 211
2
1½
WTW 381
Algebra 381
1
18
WTW 114, 211
2
1½
WTW 382
Dynamical Systems 382
1
18
WTW 218, 286
2
1½
WTW 383
Numerical Analysis 383
2
18
WTW 114, 128, 211
2
1½
WTW 386
Partial Differential Equations 386
1
18
WTW 248, 286
2
1½
WTW 387
Continuum Mechanics 387
2
18
WTW 248, 286
2
1½
WTW 389
Geometry 389
2
18
WTW 211
2
1½
Anti-semester undergraduate modules (for students in BSc programmes)
Code
Module description
Semester
Credits
Prerequisites
Lectures
per week
Tutorial hours pw
WTW 134
Mathematics 134
2
16
**
4
2,5
Abbreviations:
*
:
60% on Higher Grade for Grade 12 Mathematics / NSC Mathematics level 5 (60-69%)
**
:
50% on Higher Grade for Grade 12 Mathematics / NSC Mathematics level 4 (50-59%)
#
:
Pass Grade 12 Mathematics with D (Standard Grade) or E (Higher Grade); Afrikaans or English with D (Standard Grade) or E (Higher Grade), etc.
See admission requirements for BSc 4 year programme in Mathematical Sciences in 2010 yearbook.
GS
:
Combined mark (semester mark and examination mark) of at least 40%
Lectures
:
Lecture periods (50 minutes each)
hpw
:
hours per week
REMARKS:
WTW 114, 128 and 126 are for students who intend taking Mathematics at the 200 level.
WTW 134 does not generally lead to admission to Mathematics at the 200 level and are intended for students who require Mathematics at 100 level only.
Students may take only one of WTW 114 or WTW 134.
WTW 133, WTW 143, WTW 144, WTW 153 and WTW 154 are modules in the BSc: Extended Programme and bear no credit for the BSc programme.
Undergraduate modules (for engineering students)
Code
Module description
Semester
Credits
Prerequisites
Lectures
perweek
Tutorial hours pw
WTW 158
Calculus 158
1
16
*
4
3
WTW 161
Linear Algebra 161
2
8
*
2
1½
WTW 168
Calculus 168
2
8
WTW 114 GS or WTW 158 GS
2
1½
WTW 238
Mathematics 238
2
16
WTW 258 GS, 256
4
2
WTW 256
Differential Equations 256
1
8
WTW 158, 161, 168
2
1½
WTW 258
Calculus 258
1
8
WTW 158, 168
2
1½
WTW 263
Numerical Methods 263
2
8
WTW 161, 168
2
1½
BEng: Degrees presented by the Faculty of Engineering, Built Environment and Information Technology
Abbreviations:
*
:
60% on Higher Grade for Grade 12 Mathematics / NSC Mathematics level 5 (60-69%)
**
:
50% on Higher Grade for Grade 12 Mathematics / NSC Mathematics level 4 (50-59%)
GS
:
Combined mark (semester mark and examination mark) of at least 40%
Last edited by: Ronel Oosthuizen