MATH243-10S1 (C)
Analysis 2
This is a first semester course worth 11 points.
Message of the Day
Posted by Qui Bui on June 10 2010, 10:25 am
Assignment 2 has been marked (mean = 21.6/30). Assignment scripts (and Tutorial 6 hand-in problems) will be returned to students during the office hours on
Friday 11 June, 2pm-4pm.
Solutions to the assignment are posted in the course web page. Students should read and compare these with your presentation of the solutions, in particular for Questions 1 and 5.
As announced in the last lecture, the final exam will cover material from Section 3 - Section 6.
Qui Bui
Course Information
If you want to understand calculus properly, and want to be well-prepared for the future pure or applied mathematics courses that use notations of convergence and continuity, then you should take MATH243. This course is also the ideal preparation for MATH343 (Metric, Normed and Hilbert Spaces), which in turn will provide you with a modern framework for numerical analysis, approximation theory, quantum physics, theoretical economics and finance, and, of course, large parts of pure mathematics.
Topics
The real numbers as a complete ordered field. Limits, and continuity. Sequences and series. Differentiation.
Class Representative
Text
No set text.
Enquiries
Dr Qui Bui
Room 713 Erskine Building
Phone Extension 3823