Bridging Program
MathTrackX is a program containing six Massive Open Online Courses (MOOCs) which is offered as an XSeries on the edX platform.
The program is recognised by the School of Mathematical Science as a prerequisite in place of SACE Stage 2 Mathematical Methods. It can also be undertaken simply to revise the content in high school mathematics.
Previous offerings
MathTrackX is the online replacement for the previous MathsTrack selfpaced course. Current students are able to continue with this program until 30 June 2020.
Previously we also offered a course called MathsStart, which covered various topics from high school mathematics up to the end of Year 11. The resources for this course are still available for personal study.
Additional resources
All the resources for the old MathsTrack (and MathsStart) courses are available here on our website. The main resources are PDF booklets for each of the topics in the course, that contain explanations, examples and exercises with answers.
Anyone is able to access these resources and use them for personal study at any time. You do not need to contact us to use them for personal study, but note that the books are copyright, so we do want you to ask permission to use them to teach students of your own.

MathsStart topics: selected topics from Year 10 and 11 maths

MathsTrack topics: most of the SACE Stage 2 Mathematics Methods subject
The main resources for the old MathsTrack course are the eight minitextbooks and the 2019 video lectures.
Topic 1: polynomials
Topic 2: matrices
 Topic 2: Matrices textbook
 Matrices lecture Part A: matrix operations (YouTube)
 Matrices lecture Part A: matrix operations (Echo360)
 Matrices lecture Part B: matrix inverses (YouTube)
 Matrices lecture Part B: matrix inverses (Echo360)
Topic 3: vectors
Topic 4: linear equations
 Topic 4: Linear Equations textbook
 Linear equations lecture (YouTube)
 Linear equations lecture (Echo360)
Topic 5: complex numbers
Topic 5 is no longer part of MathsTrack.
Topic 6: differentiation
 Topic 6: Differentiation textbook
 Differentiation lecture Part A: definitions and rules (YouTube)
 Differentiation lecture Part A: definitions and rules (Echo360)
 Desmos graph used in differentiation lecture part A
 Differentiation lecture Part B: tangents (YouTube)
 Differentiation lecture Part B: tangents (Echo360)
Topic 7: applications of differentiation
 Topic 7: Applications of Differentiation textbook
 Applications of Differentiation lecture Part A: features of graphs (YouTube)
 Applications of Differentiation lecture Part A: features of graphs (Echo360)
 Desmos graph used in applications of differentiation lecture part A
 Applications of Differentiation lecture Part B: graph sketching examples (YouTube)
 Applications of Differentiation lecture Part B: graph sketching examples (Echo360)
 Applications of Differentiation lecture Part C: optimisation problems (YouTube)
 Applications of Differentiation lecture Part C: optimisation problems (Echo360)
Topic 8: exponential and logarithm functions
 Topic 8: Exponential and Logarithm Functions textbook
 Exponential and logarithmic functions lecture (YouTube)
 Exponential and logarithmic functions lecture (Echo360)
Topic 9: integration
 Topic 9: Integration textbook
 Integration lecture Part A: definitions (YouTube)
 Integration lecture Part A: definitions (Echo360)
 Integration lecture Part B: integration techniques (YouTube)
 Integration lecture Part B: integration techniques (Echo360)
 Integration lecture Part C: problemsolving (YouTube)
 Integration lecture Part C: problemsolving (Echo360)