|
Module Availability |
NOW SPRING SEMESTER |
|
|
Assessment Pattern |
Assessment Pattern
Unit(s) of Assessment
|
Weighting Towards Module Mark( %)
|
Exam:
|
60%
|
Coursework (individual)
Two pieces of coursework will be set during the semester
|
40%
|
Qualifying Condition(s)
A weighted aggregate mark of 40% is required to pass this module
|
|
|
|
Module Overview |
Module Overview
This module presents basic mathematical methods needed for the computing courses, to students who may not in many cases have progressed beyond GCSE mathematics.
|
|
|
|
Prerequisites/Co-requisites |
Pre-requisite/Co-requisites - SUBJECT TO CHANGE 2010
Prior to the module students must have worked through an Algebra workbook which was be distributed to them in the Summer 09.
|
|
|
|
Module Aims |
Module Aims
To present the basic mathematical tools and methods necessary to underpin the Computing course material.
To cover the mathematics required for the level 2 module “Operations Research”.
|
|
|
Learning Outcomes |
Learning Outcomes
Having successfully completed the module, students will be able to
- demonstrate knowledge and understanding of
· basic algebra, function theory, trigonometry, linear algebra,series and differential calculus
· application of these methods to mathematical economics and financial mathematics
· the use of mathematical software (Maple)
- critically analyse and solve simple mathematical problems and perform calculations
show logical thinking in problem solving
-
manage to work effectively with self study material.
|
|
|
|
Module Content |
-
Module Content
- Basic Algebra
- Introduction to the theory of functions
- Graphs
- Simple Transformations
- Equation of the straight line
- Parabola, Circle
- Exponential and Logarithms
- Trigonometry
- Equations and inequalities
- Linear Algebra and its applications
- Differential Calculus and its applications
- Introduction to mathematical economics
- Introduction to financial mathematics
|
|
|
|
Methods of Teaching/Learning |
Methods of Teaching/Learning
- 29 lectures over 12 weeks
- 4 Maple Labs (weeks 3,5,7,9)
- 3 class tests and 1 diagnostic test
- 11 tutorials of which weeks 2,4,6,8,10 with lecturer and weeks 3,5,7,9,11 with postgraduate (“maths surgeries”)
- 4 HELM booklets for self learning and to reinforce lecture material
- 10 exercise sheets.
- Solutions to coursework will be provided
|
|
|
|
Selected Texts/Journals |
Selected Texts/Journals
he are no set books for this module, since sufficient information is contained in the material that will be distributed, however the following are useful background material
- Mathematics for Economics and Business Rebecca Taylor and SImon Hawkins (McGraw Hill)
· Mathematics in Engineering and Science L.R.Mustoe and M.D.J.Barry (John Wiley).
|
|
|
|
Last Updated |
AUG 2010 jg |
|