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Lecture No. Date Section
1 Jan 12 1.1 Preliminary concepts
2 Jan 14 1.2 Seperable equations
3 Jan 19 1.3 Linear differential equations
4 Jan 21 1.4 Exact differential equations
5 Jan 24 1.4 Exact differential equations
6 Jan 26 1.5 Integrating Factors
7 Jan 28 1.6 Homogenous equations
8 Jan 31 1.7 Applications
9 Feb 2 1.7 Applications
10 Feb 4 1.8, 2.1
11 Feb 7 2.2 Theory of linear differential equations
12 Feb 9 2.3 Reduction of order
13 Feb 11 2.4 Homogenous const coeff diff eqns.
14 Feb 14 Finished 2.4. Started 2.5 (Eulers equation).
15 Feb 16 2.6 Nonhomogenous diff eqns.
16 Feb 18 2.6 Nonhomogenous diff eqns.
17 Feb 21 Review
18 Feb 23 Exam I
19 Feb 25 2.7 Applications
20 Feb 28 2.7 Applications
21 Mar 2 6.1 Matrices
22 Mar 4 Matrix products and Determinants
23 Mar 7 6.2
24 Mar 9 6.3
25 Mar 21 7.8 Cramers Rule
26 Mar 23 8.1 Eigenvalues and Eigenvectors
27 Mar 25 8.1 Eigenvalues and Eigenvectors
28 Mar 28 9.1, 9.2
29 Mar 30 9.2 Solution of X' = AX
30 Apr 1 9.2 Solution of X' = AX
31 Apr 4 9.3 Solution of X' = AX +G
32 Apr 6 9.3 Solution of X' = AX +G
33 Apr 8 13.1, 13.2
34 Apr 11 13.2