SIT291 - Mathematical Methods for Information Modelling
| Year: | 2024 unit information |
|---|---|
| Enrolment modes: | Trimester 1: Burwood (Melbourne), Online |
| Credit point(s): | 1 |
| EFTSL value: | 0.125 |
| Prerequisite: | SIT194 |
| Corequisite: | Nil |
| Incompatible with: | Nil |
| Study commitment | Students will on average spend 150 hours over the teaching period undertaking the teaching, learning and assessment activities for this unit. This will include educator guided online learning activities within the unit site. |
| Scheduled learning activities - campus | 2 x 1 hour online lectures per week, 1 x 2 hour practical experience (workshop) per week. |
| Scheduled learning activities - online | Online independent and collaborative learning including 2 x 1 hour online lectures per week (recordings provided), 1 x 2 hour online practical experience (workshop) per week |
Content
SIT291 focuses on the concepts of differentiation and integration for the multi variable functions. Students will learn various techniques for solving constrained and unconstrained multivariate optimization problems as well as second order ordinary differential equations. Students will explore the applications of these mathematical techniques to the modelling of motion in space, optimization in business and economics, various forces in physics, periodic processes in mechanics, electric circuits and biology.
Hurdle requirement
To be eligible to pass this unit, students must obtain at least 50% in the total mark allocated for the end-of-unit assessment.
Unit Fee Information
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