Registry
Module Specifications
Archived Version 2005 - 2006
Module Title |
Linear Algebra and Vectors
|
Module Code |
MS200
|
School |
School of Mathematical Sciences
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Online Module Resources
|
Level |
2
|
Credit Rating |
5
|
Pre-requisite |
MS120
|
Co-requisite |
None
|
|
Module Aims
|
To give students a working knowledge of the methods of linear algebra
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Learning Outcomes
|
Students should gain the skills required to confidently use/work with vectors and matrices
|
Indicative Time Allowances
|
|
Hours
|
Lectures |
24
|
Tutorials |
12
|
Laboratories |
0
|
Seminars |
0
|
Independent Learning Time |
39
|
|
|
Total |
75
|
Placements |
|
Assignments |
|
|
NOTE
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Assume that a 5 credit module load represents approximately 75 hours' work, which includes all teaching, in-course assignments, laboratory work or other specialised training and an estimated private learning time associated with the module.
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Indicative Syllabus
|
VECTORS: Vectors in the plane and in space; Vector addition and scalar multiplication. Inner
products and their meaning.
GEOMETRY OF PLANES AND LINES; n-component vectors; linear independence and bases;
The Gram-Schmidt orthogonalisation process.
Matrices: Operations on matrices - addition, subtraction, multiplication, transpose; rank of a
matrix and determinants.
Gauss-Jordan eliminaton. Inverse matrices.
Special types of matrix : Diagonal, Triangular, Symmetric.
EIGENVALUES: Definition and examples; Characteristic polynomial; Multiplicity;
Diagonalisation of symmetric matrices;
|
Assessment | Continuous Assessment | 25% | Examination Weight | 75% |
|
Indicative Reading List
|
Essential
Supplementary
Elementary Linear Algebra , H. Anton, C. Rorres, Wiley
Applied Linear Algebra , Noble and Daniels,
Introduction to Linear Algebra , Lee W, Johnson, R. Dean Riess and Jimmy T. Arnold,
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|
Programme or List of Programmes
|
CASE | BSc in Computer Applications (Sft.Eng.) |
Archives: | |