Foundations of Discrete Mathematics

• • Recursively defined sequences and their applications.
  • Plotting in two and three dimensions.
  • Graphical and iterative solutions of equations.
  • Minima and maxima of functions.
  • Base conversion and computer arithmetic.
  • Counting and discrete probability theory.
  • Matrix theory and its implementation in MATLAB.
  • Logic and Boolean algebra.

You must have successfully completed the following subject(s) before starting this subject:

MUR-MAS110-Fundamentals of Mathematics ;

Others

MAS110 Fundamentals of Mathematics OR a final scaled score of 55% or more in ATAR Mathematics Applications or WACE Mathematics 2C/2D OR a final scaled score of 50% or more in ATAR Mathematics Methods or WACE Mathematics 3A/3B (or higher) OR equivalent.

Special requirements

• SoftwareDetails - MATLAB & Simulink Student Suite (https://au.mathworks.com/store/link/products/student/SV?s_tid=ac_buy_sv_button)

In this subject, students will learn to use the prominent mathematical computer package MATLAB to perform basic mathematical procedures and to solve problems in the general area of discrete mathematics. Topics include: recurrence relations, solving equations graphically and iteratively, computer arithmetic, basics of counting and discrete probability, matrices and linear transformations of the plane, propositional and predicate logic, mathematical induction, Boolean algebra and logic networks.

Please Note: All students studying at Murdoch University will need to complete the compulsory unit, Murdoch Academic Passport (MAP100), which only takes 2-3 hours to complete online. Find out more: http://goto.murdoch.edu.au/MurdochAcademicPassport.

1. Problem Solving Task - A set of mathematical problems that need to be solved by hand or by computer (using MATLAB) 2. Examination - Final examination will test comprehension of all the subject content.

• Problem Solving Task (30%)
• Invigilated examination (70%)

Current study term (28 Feb 21 to 30 May 21)

Next study term (29 Aug 21 to 28 Nov 21)