Lecturer: Masud Haque (firstname.lastname@example.org)
The best way to prepare for the exam might be to go through all the problem sets and learning the material necessary for solving problems of the types we covered in the problem sets.
The module has existed only for a couple of years; you might find the exams from the previous two years helpful for practice. The exams are available from the library webpage. The material covered was slightly different.
I provide here
partial solutions to a previous exam,
in case you find this helpful.
Also, here are a couple of sample/practice exams, which roughly the structuring and style of the exam:
A Sample/Practice exam,
Another Sample/Practice exam,
Problem sets (Assignments)
Problem set 11. Due before tutorial on monday 17/12/2018.
Problem set 10. Due before tutorial on monday 10/12/2018.
Problem set 09. Due before tutorial on monday 03/12/2018.
Problem set 08. Due before tutorial on monday 26/11/2018.
Problem set 07. Due before tutorial on monday 19/11/2018.
Problem set 06. Due before tutorial on monday 12/11/2018.
Problem set 05. Due before tutorial on monday 05/11/2018.
Problem set 04. Due before tutorial on monday 22/10/2018.
Problem set 03. Due before tutorial on monday 15/10/2018.
Problem set 02. Due before the second tutorial, on monday 08/10/2018.
Problem set 01 . Due at the beginning of the first tutorial, on monday 01/10/2018.
Material to be covered (potentially)
Textbooks and Sources
Unfortunately, I do not know a single textbook that covers all of the material we will be covering, at the level of this module.
However, all the material is standard, and can be found in various textbooks on introductory calculus, basic engineering mathematics, or introductory physics. You are responsible for finding relevant sources and reading/working through them, to supplement the lectures.
Some online material is linked below.
Links to reading/learning material
Please let me know with a brief email if any of the links don't work.
If you have not done differentiation (derivatives) in school,
please go through the following or a similar introduction to the
a Refresher on basic Calculus.
Here's a more complete Calculus refresher, which contains more calculus than we will cover.
Also pretty complete Notes from a Calculus class.
An Introduction to Matrices and Linear Equations.
Another Introduction to Matrices and Linear Equations.
Brief Intro to Systems of Linear Equations.
Maybe the first few chapters of these notes are helpful:
Worked problems in Mechanics.
Lectures, Tutorials, Continuous Assessment
Lectures are on: Tuesdays 13:05 JHL6, Thursdays 09:05 JHL5, Thursdays 13:05 JHL5.
Tutorials are on Mondays 10:05, PH.
Tutor: Aonghus Hunter McCabe (email@example.com)
Office: Science Building, Theoretical Physics Department, Room 1.1
Math Support Centre
If you think you could use some help with the math part of this module, maybe you could make use of the
Mathematics Support Centre
located in the Library.