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  Sun. Mon. Tue. Wed. Thur. Fri. Sat.
Wk. 1 Jan. 31 Feb. 1 Feb. 2 Feb. 3 Feb. 4 Feb. 5 Feb. 6
        Day one Tutorial #1 Solutions, REF, RREF  
Wk. 2 Feb. 7 Feb. 8 Feb. 9 Feb. 10 Feb. 11 Feb. 12 Feb. 13
      Tutorial #2
Q02 W02
Properties of matrices & linear transformations  
Wk. 3 Feb. 14 Feb. 15 Feb. 16 Feb. 17 Feb. 18 Feb. 19 Feb. 20
      Tutorial #3
Q03 W03
Subspaces & basis  
Wk. 4 Feb. 21 Feb. 22 Feb. 23 Feb. 24 Feb. 25 Feb. 26 Feb. 27
      Tutorial #4
Q04 W04
Coordinates  
Wk. 5 Feb. 28 Mar. 1 Mar. 2 Mar. 3 Mar. 4 Mar. 5 Mar. 6
    Mini-break Tutorial #5
W05
Vector spaces & linear transformations  
Wk. 6 Mar. 7 Mar. 8 Mar. 9 Mar. 10 Mar. 11 Mar. 12 Mar. 13
      Tutorial #6
Q06 W06
Vector space coordinates  
Wk. 7 Mar. 14 Mar. 15 Mar. 16 Mar. 17 Mar. 18 Mar. 19 Mar. 20
      Tutorial #7
Q07 W07
Determinants & Cramer's rule  
Wk. 8 Mar. 21 Mar. 22 Mar. 23 Mar. 24 Mar. 25 Mar. 26 Mar. 27
      Exam 2 Tutorial #8
Q08 W08
Eigenvectors  
Wk. 9 Mar. 28 Mar. 29 Mar. 30 Mar. 31 Apr. 1 Apr. 2 Apr. 3
      Tutorial #9
Q09 W09
Easter Break Easter Break
Wk. 10 Apr. 4 Apr. 5 Apr. 6 Apr. 7 Apr. 8 Apr. 9 Apr. 10
  Easter Break Orthogonality, projection & Gram-Schmidt   Tutorial #10
Q10 W10
Least squares solutions  
Wk. 11 Apr. 11 Apr. 12 Apr. 13 Apr. 14 Apr. 15 Apr. 16 Apr. 17
      Tutorial #11
Q11 W11
Solutions to differential equations & 1st order equations  
Wk. 12 Apr. 18 Apr. 19 Apr. 20 Apr. 21 Apr. 22 Apr. 23 Apr. 24
      Mini-break Tutorial #12
Q12 W12
Second order linear homogeneous equations  
Wk. 13 Apr. 25 Apr. 26 Apr. 27 Apr. 28 Apr. 29 Apr. 30 May 1
      Exam 3 Tutorial #13
Q13 W13
Second order linear nonhomogeneous equations  
Wk. 14 May 2 May 3 May 4 May 5 May 6 May 7 May 8
      Tutorial #14
Q14 W14
Vibrations  
Wk. 15 May 9 May 10 May 11 May 12 May 13 May 14 May 15
      Reading Day Reading Day    
Wk. 16 May 16 May 17 May 18 May 19 May 20 May 21 May 22
        Final    
Last updated: 2021-05-13@13:32