Not currently available in 2020

Unit description

Develops the mathematical fundamentals required for engineering, with topics including vectors, matrices, differentiation and integration. The emphasis in the unit is on developing skills in these areas within an engineering context and applying these skills to a range of engineering applications.  

Unit content

Concepts and Techniques of Differentiation

Applications of Differentiation

Concepts and Techniques of Integration

Applications of Integration

Introduction to Differential Equations

Matrices and Determinants

Inverse Matrices and Linear Systems 

Eigenvalues and Eigenvectors

Operations and Applications of Vectors


Learning outcomes

Unit Learning Outcomes express learning achievement in terms of what a student should know, understand and be able to do on completion of a unit. These outcomes are aligned with the graduate attributes. The unit learning outcomes and graduate attributes are also the basis of evaluating prior learning.

Learning outcomes and graduate attributes

Teaching and assessment


Intensive offerings may or may not be scheduled in every session. Please refer to the timetable for further details.

Southern Cross University employs different teaching methods within units to provide students with the flexibility to choose the mode of learning that best suits them. SCU academics strive to use the latest approaches and, as a result, the learning modes and materials may change. The most current information regarding a unit will be provided to enrolled students at the beginning of the study session.

Fee information


Commonwealth Supported courses
For information regarding Student Contribution Amounts please visit the Student Contribution Amounts.
Commencing 2020 Commonwealth Supported only. Student contribution band: 2

Fee paying courses
For POSTGRADUATE or UNDERGRADUATE full fee paying courses please check Domestic Postgraduate Fees OR Domestic Undergraduate Fees


Please check the international course and fee list to determine the relevant fees.