The sequence reflected for each week lecture is subjected to changes.
Mon & Fri
18/9 & 22/9: Lecture 1 (Intro to Matrices)
25/9 & 29/9: Lecture 2 (Matrices & Vectors)
2/10 & 6/10: Lecture 3 (Vectors - Equation of Lines)
9/10 & 13/10: Lecture 4 (Vectors - Equation of Planes)
16/10 & 20/10: Lecture 5 (System of Linear Equations)
Assessment 1
23/10 & 27/10: Lecture 6 (Application of Linear System)
30/10 & 3/11: Lecture 7 (Application of Linear System)
6/11 & 10/11: Lecture 8 (Inverse Matrix)
13/11 & 17/11: Lecture 9 (Inverse Matrix, Determinant, Cramer's)
Assessment 2
20/11 & 23/11: Lecture 10 (Rank and Range)
27/11 & 24/11: Lecture 11 (Rank and Range)
4/12 & 8/12: Lecture 12 (Sequence and Series)
11/12 & 15/12: Lecture 13 (Second Order Difference Equation)
18/12 & 22/12: Lecture 14 (Math Statements and Vector Space)
Assessment 3
8/1 & 5/1: Lecture 15 (Subspace, Linear Span)
15/1 & 12/1: Lecture 16 (Linear Independence, Basis)
22/1 & 19/1: Lecture 17 (Linear Transformation)
29/1 & 26/1: Lecture 18 (Linear Transformation)
Assessment 4
5/2 & 2/2: Lecture 19 (Coordinates, Change of Basis)
12/2 & 9/2: Lecture 20 (Diagonalisation)
19/2 & 23/2: Lecture 21 (Application of Diagonalisation)
12/3 & 16/3: Revision 1
23/4 & 20/4: Revision 2
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