MATH2069 Discrete Mathematics and Graph Theory
General Information
This page contains information on the intermediate unit of study MATH2069 Discrete Mathematics and Graph Theory.
This unit is offered in Semester 1.
Lecturer(s): Andrew Mathas
For further information on Intermediate Mathematics and Statistics, refer to the Intermediate Handbook. In particular, see the MATH2069 handbook entry for further information relating to MATH2069.
You may also view the description of MATH2069 in the central units of study database.
 Credit point value: 6CP.
 Classes per week: Three lectures, one tutorial and one practice class.
For enrolled students or other authorized people only, here is a link to the Canvas page for MATH2069.
Email enquiries about MATH2069 may be sent to MATH2069@sydney.edu.au.
Students: Please give your name and SID when emailing us. Anonymous emails will not be replied to.
Students have the right to appeal any academic decision made by the School or Faculty. For further information, see the Science Faculty web site.
Consultation
Assessment
Date^{*}  Description  Better mark  Weighting 

23:59 March 27  Assignment 1  ✔  5% 
Week 6  Quiz 1  ✔  15% 
23:59 May 15  Assignment 2  5%  
Week 12  Quiz 2  15%  
TBA  Exam  60% 
References
Online resources
Wednesdsay lecture  Friday lectures  Practice classes  Tutorials  Assessment  

Week 1 24/228/2 
Lecture 11  Lectures 12  Practice Class 1 questions Practice Class 1 solutions 

Week 2 2/36/3 
Lecture 21  Lectures 22  Practice Class 2 questions Practice Class 2 solutions 
Tutorial 1 questions Tutorial 1 solutions 

Week 3 9/313/3 
Lecture 31  Lectures 32  Practice Class 3 questions Practice Class 3 solutions 
Tutorial 2 questions Tutorial 2 solutions 

Week 4 16/320/3 
Lecture 41  Lectures 42 Lecture recording 
Practice Class 4 questions Practice Class 4 solutions 
Tutorial 3 questions Tutorial 3 solutions 
Assignment 1  questions 
Week 5 23/327/3 
Lecture 51  Lectures 52  Practice Class 5 questions Practice Class 5 solutions 
Tutorial 4 questions Tutorial 4 solutions 
Assignment 1 (5%) Due 23:59 March 27 Quiz 1  sample quiz 
Week 6 30/33/4 
Lecture 61 Discrete answers 
Lecture 62a: Partial fractions Lecture 62b: Binomal theorem Lecture 62c: Summation forumula 
Quiz 1 
Tutorial 5 questions Tutorial 5 solutions 
Quiz 1 (15%) Week 6 Quiz 1  sample solutions 
Week 7 6/410/4 
Lecture 71  Good Friday  Good Friday 
Tutorial 6 questions Good Friday 

Midsemester break  
Week 8 20/424/4 
Lecture 81  Lectures 82  Practice Class 8 questions Practice Class 8 solutions 
Tutorial 7 questions Tutorial 7 solutions 

Week 9 27/41/5 
Lecture 91  Lectures 92  Practice Class 9 questions Practice Class 9 solutions 
Tutorial 8 questions Tutorial 8 solutions 

Week 10 4/58/5 
Lecture 101  Lectures 102  Practice Class 10 questions Practice Class 10 solutions 
Tutorial 9 questions Tutorial 9 solutions 
Assignment 2  questions 
Week 11 11/515/5 
Lecture 111  Lectures 112  Practice Class 11 questions Practice Class 11 solutions 
Tutorial 10 questions Tutorial 10 solutions 
Assignment 2 (5%) Due 23:59 May 15 
Week 12 18/522/5 
Lecture 121  Lectures 122  Quiz 2  Tutorial 11 questions Tutorial 11 solutions 
Assignment 2  solutions Quiz 2 (15%) Week 12 
Week 13 25/529/5 
Lecture 131  Lectures 132  Tutorial 12 questions Tutorial 12 solutions 
Timetable
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