Applied Mathematics Home Page
International School for Scientific Computing
Home Page
Lectures
Day |
Time |
Group 1 Venue |
Group 2 Venue |
Tuesday |
08:00-08:45 |
B Les 100 |
B Les 103 |
Wednesday |
08:00-08:45 |
B Les 100 |
B Les 103 |
Thursday |
17:10-17:55 |
B Les 100 |
C Les 201 |
25 April 2017: The sick tests are to be
written on 3 May 2017. Sick Test 1 has the same scope as Semester Test 1 and
Sick Test 2 has the same scope as Semester Test 2.
For students who obtained a mark which is
strictly less than 30% for the first semester test, a test can be written on 3
May 2017 to try and boost your mark. Take note that the test is capped to 40%.
For students who obtained a mark greater than or
equal to 30% for the first semester test, a test can be written on 3 May 2017
which can benefit your mark, but the benefit
will be capped to 10%.
Semester
Test 1
·
Date: Wednesday, 15 March 2017
·
Time: 15:30-17:05
·
Venue: D1 Lab 308
·
Scope: Chapter 1 and Chapter 2 of Trench’s
book.
Semester Test 2
·
Date: Wednesday, 19 April 2017
·
Time: 15:30-17:05
·
Venue: D1 Lab 308
·
Scope: Chapter 5 of Trench’s book.
Supplementary
Semester Tests
·
Date: Wednesday, 26 April 2017
·
Time: 15:30-17:05
·
Venue: To be confirmed
·
Scope: The scope for each supplementary test
will be the same as the scope for the relevant semester test.
Final Examination
·
Date: Monday, 12 June 2017
·
Time: 08:30-11:30
·
Venue: To be confirmed
·
Scope: To be confirmed
Consultation
Dr Visaya (Group 2
Lecturer) |
Wednesday, 09:00-10:30 |
Mr Homann (Group 1
Lecturer) B Ring 534A |
Thursday, 15:30-17:00 |
Note that the above schedule is subject to change without prior notice.
Tutorial
Groups
Day and Time: Wednesdays, 15:30-17:05 (Timetable codes
P19-P20) |
||
Tutorial Group |
Students in Group (Based on Surname Range) |
Venue |
1 |
AKITE to
MAGAGULA |
C Les 202 |
2 |
MAHANGO to
MTHEMBU |
C Les 203 |
3 |
MTHETHWA to
ZULU |
C Les 102 |
Introduction |
||
Separable
equations |
||
Linear
equations |
||
Exact
equations |
||
Substitutions |
||
Preliminary
theory |
||
Reduction
of order |
||
Homogeneous
linear equations |
||
Undetermined
coefficients |
||
Variation
of parameters |
||
Cauchy-Euler
equation |
||
Systems
of linear DEs |
||
Nonlinear
DEs |
||
Definition
of the Laplace transform |
||
Inverse
Laplace transform |
||
Initial
value problems |
||
First
translation theorem |
||
Second
translation theorem |
||
Other
operational properties |
||
Dirac
delta function |