MATHS 255 Principles of Mathematics
Handouts Second Semester 2002

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Assignments

• Assignment 1
• Assignment 2
• Assignment 3
• Assignment 4
• Assignment 5
• Assignment 6
• Assignment 7
• Assignment 8
• Assignment 9
• Assignment 10

• 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
• Solutions to Assignment 10

Lecture Notes

• 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 Arithm etic, 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 (sorry, no solutions).