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February 2012
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Mathematics IA

Go to this course in the University Course Planner.

Description

This course together with MATHS 1012 Mathematics IB, provides an introduction to the basic mathematical concepts and techniques of calculus, linear algebra and probability, emphasising their inter-relationships and applications to the financial area; introduces students to the use of computers in mathematics; and develops problem solving skills with both theoretical and practical problems.


Objective

To provide an introduction to the basic concepts and techniques of calculus and linear algebra, emphasising their inter-relationships and applications to engineering, the sciences and financial areas; to introduce students to the use of computers in mathematics; and to develop problem solving skills with both theoretical and practical problems.


Content

Topics covered are: Calculus:functions of one variable, differentiation, the definite integral, and techniques of integration. Algebra: Linear equations, matrices, the real vector space determinants, optimisation, eigenvalues and eigenvectors; applications of linear algebra.

 
Year Semester Level Units
2012 1,2 1 3
Adrian Koerber
Lecturer for this course

Delivery

66 hours lectures, tutorials and computer practicals


Assessment

Ongoing assessment 30%, exam 70%.


Graduate attributes


Linkage past

Prerequisite is SACE Mathematical Studies and Specialist Mathematics or equivalent.


Linkage present

This subject lays the foundations for all studies in mathematics, engineering, computer science, statistics, the physical sciences and finance; and is useful for students in bioligical sciences, economics and social sciences.


Linkage future

This course, together with Mathematics IB, (or the alternative Mathematics IMA and Mathematics IA plus Mathematics IIM) is a prerequisite for all Level II mathematics, statistics and physics subjects.


Restrictions

None.


Recommended text

Calculus 5th Ed,Stewart, (Brooks/Cole).Linear Algebra and its Applications 3rd Ed, Lay. (Addison Wesley Longman)