MATHS 255 Handouts First Semester 2002

From this page you can obtain PDF versions of most of the handouts for MATHS 255.

To view these files, you will need a copy of Adobe Acrobat: copies of this software are avaiable free from Adobe Corporation or from the University's web server, in both MS Windows and Macintosh versions.

This page is maintained by the course organiser, Bruce Calvert. Problems and suggestions to calvert@math.auckland.ac.nz

• Assignment 1
• Assignment 2
• Assignment 3
• Assignment 4
• Assignment 5
• Assignment 6
• Assignment 7
• Assignment 8
• Assignment 9

• Solutions to Assignment 1
• Solutions to Assignment 2
• Solutions to Assignment 3
• Solutions to Assignment 4
• Solutions to Assignment 5
• Solutions to Assignment 6
• Solutions to Assignment 7
• Solutions to Assignment 8
• Solutions to Assignment 9

• Pages 1-3, Logic
• Pages 4-5, Logic
• Page 6, Sets
• Pages 7-8, Relations
• Pages 9-10, Relations Continued
• Pages 11-12, Functions
• Pages 13-15, Functions Continued
• Page 16, Mathematical Induction
• Page 17, Mathematical Induction Continued
• Page 18, Integers and Divisibility
• Pages 19-21, Divisibility Continued
• Pages 22-26, Fundamental Theorem of Arithmetic, Congruences
• Algebra of Real Polynomials
• Pages 27-29 Polynomials
• Groups
• Reals
• Sequences
• Complexity in Sequences
• Continuity
• Differentiation
• Foundations of Continuity

• Study Guide in HTML form.
• Class Test.
• Solutions to Class Test.
• Exam.
• Exam solutions.

Last changed: .

David McIntyre,

mcintyre@math.auckland.ac.nz