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SIT190 - Introductory Mathematical Methods

Unit details

Year2016 unit information
Enrolment modes:Trimester 1: Burwood (Melbourne), Waurn Ponds (Geelong), Cloud (online)
Trimester 2: Waurn Ponds (Geelong), Cloud (online)
Credit point(s):1
EFTSL value:0.125
Unit chair:

Michelle Cyganowski

Prerequisite:

Students who have successfully completed VCE Maths Methods 3 and 4 and/or Specialist Maths 3 and 4 are not normally eligible to enrol in this unit.

Corequisite:

Nil

Incompatible with:

Nil

Contact hours:

Campus: 3 x 1 hour class per week, 1 x 1 hour practical per week.

Cloud (online): Learning experiences are via CloudDeakin. Students will have the opportunity to participate in online consultation sessions.

Note:

This unit does not satisfy the mathematics requirements for engineering courses.

Content

 SIT190 aims to develop student understanding of the fundamental functions of applied mathematics, and to introduce calculus to students who have not previously studied it in secondary school. It is designed to prepare students from a number of different disciplines for learning tertiary level mathematics. Students will explore the algebra of polynomials, exponentials, logarithms and trigonometric functions and learn rules for differentiating and integrating these functions. Applications studied include graph sketching, maximisation and minimisation problems, areas and kinematics.

Assessment

Examination 60%, three assignments (10%, 15%, 15%) 40%. To be eligible to obtain a pass in this unit, students must achieve a mark of at least 50% in the examination.

Unit Fee Information

All Commonwealth Supported Place (CSP), fee paying undergraduate and pre-2016 commencing students

Unit fee information available soon


2016 commencing International and full fee paying postgraduate domestic students

Your units are priced based on the course you are enrolled in. Please refer to the current year's course entry to estimate the unit cost.


You can calculate the cost of each unit by using the following calculation:


Course fee x unit EFTSL value = unit price

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