Eligibility 
Expand+Requirements, Exclusions and Recommendations
Not applicable to this module.
Module Requisites and Incompatibles
Incompatibles:
MATH10030  Maths for Business, MATH10050  Linear Algebra & Geom, MATH10120  Linear Algebra Apps to Econ, MATH10200...
HideRequirements, Exclusions and Recommendations
Not applicable to this module.
Module Requisites and Incompatibles
Incompatibles:
MATH10030  Maths for Business, MATH10050  Linear Algebra & Geom, MATH10120  Linear Algebra Apps to Econ, MATH10200  Matrix Algebra, MATH10240  Mathematics for Agriculture II, MATH10250  Intro Calculus for Engineers , MATH10260  Linear Algebra for Engineers, MATH10270  Linear Algebra in the Math Sci, MATH10280  Linear Algebra in the Phys.Sci, MATH10340  Linear Algebra 1 (MPS), MATH10390  Linear Algebra (Online), MATH20130  Fund. Actuarial Mathematics I, MST10030  Linear Algebra I
Equivalents:
Matrices & Vectors (MATH10090)

Course Content 
Expand+MATH10290 Linear Algebra for Science
Academic Year 2022/2023
This module is offered to first year science students. It is a comprehensive introduction into basic linearalgebraic structures and methods. It covers linear systems, algebra of matric...
HideMATH10290 Linear Algebra for Science
Academic Year 2022/2023
This module is offered to first year science students. It is a comprehensive introduction into basic linearalgebraic structures and methods. It covers linear systems, algebra of matrices and analytic geometry in up to three dimensions. The main emphasis is put on methodological aspects as opposed to theoretical aspects and rigid theorem proving. Applications to science are part of the discussion.
Learning Outcomes:
On completion of this module students should be able to recognise problems that can be solved by linear systems, and solve them. They should be able to perform standard calculations with matrices, and understand basic concepts of Euclidean geometry in two and three dimensional space.
Indicative Module Content:
Linear Systems
Matrix Algebra
Invertible Matrices
Applications
Vector Geometry in 2dimensions
Vector Geometry in 3dimensions
