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Discrete Mathematics (6698.5)

Level: Undergraduate First Year Level
Credit Points: 3
HECS Bands: 2, 4
Faculty: Faculty of Science and Technology
Discipline: Academic Program Area - Technology

Availability

Unit Outlines

To view your Unit Outline, click View to log in to MyUC and access this information, or visit your unit's online teaching site.

  • Semester 2, 2019, ON-CAMPUS, BRUCE (185303) - View
  • UC College Trimester 2, 2019, ON-CAMPUS, UCC-BRUCE (185692) - View
  • UC College Trimester 1, 2019, ON-CAMPUS, UCC-BRUCE (185674) - View
  • UC College Trimester 3, 2018, ON-CAMPUS, UCC-BRUCE (183253) - View
  • Semester 2, 2018, ON-CAMPUS, GBCA-MELB (183383) - View
  • Semester 2, 2018, ON-CAMPUS, BRUCE (183255) - View
  • UC College Trimester 2, 2018, ON-CAMPUS, UCC-BRUCE (183252) - View
  • UC College Trimester 1, 2018, ON-CAMPUS, UCC-BRUCE (183251) - View
  • UC College Trimester 3, 2017, ON-CAMPUS, UCC-BRUCE (172504) - View
  • Semester 2, 2017, ON-CAMPUS, BRUCE (166235) - View
  • Semester 2, 2017, FLEXIBLE, SWSI-LVPL (166237) - View
  • Semester 2, 2017, FLEXIBLE, GBCA-MELB (173851) - View
  • UC College Trimester 2, 2017, ON-CAMPUS, UCC-BRUCE (172503) - View
  • UC College Trimester 1, 2017, ON-CAMPUS, UCC-BRUCE (172502) - View
  • UC College Trimester 3, 2016, ON-CAMPUS, UCC-BRUCE (150067) - View
  • Semester 2, 2016, ON-CAMPUS, BRUCE (151175) - View
  • Semester 2, 2016, FLEXIBLE, SWSI-LVPL (157808) - View
  • UC College Trimester 2, 2016, ON-CAMPUS, UCC-BRUCE (152743) - View
  • UC College Trimester 1, 2016, ON-CAMPUS, UCC-BRUCE (153300) - View
  • UC College Trimester 3, 2015, ON-CAMPUS, UCC-BRUCE (142573) - View
  • Semester 2, 2015, ON-CAMPUS, BRUCE (139352) - View

If a link to your Unit Outline is not displayed, please check back later. Unit Outlines are generally published by Week One of the relevant teaching period.

Syllabus

This unit investigates topics from discrete mathematics in the broad areas of Logic and Proof, Sets, Functions and Relations, Graphs and Trees, and Recursion. The treatment of these topics will cover both practical and theoretical aspects and will usually include at least one important application in Information Technology.

Learning Outcomes

DESCRIPTION:

1. understand and manipulate the language and notation of symbolic logic;

2. understand and create proofs of numeric and algebraic propositions;

3. understand and use the language and notation of sets, relations and functions, graphs and trees.

4. analyse and create simple automata.

5. understand the concept of recursion and solve problems using this concept.

Assessment Items

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Contact Hours

A 2-hour lecture and a 2-hour tutorial per week.

Prerequisites

None.

Corequisites

None.

Assumed Knowledge

Year 12 mathematics.

Referenced Courses



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