Section	Excluded subsections, if any
1.1
1.2
1.3
2.1
2.2
2.3
3.1
3.2
3.3
3.4
3.5
3.7
Determinant Handout
4.4	Fixed points, Eigenvalues Analysis of 2x2 matrices, Eigenvalue analysis of 2x 2 symmetric matrices; Expressions for determinant and trace in terms of eigenvalues.
6.1	Reflections about lines through the origin, Orthogonal Projections onto lines through the origin.
6.3	Compositions of three or more linear transformations, Factoring linear operator into compositions, Geometric properties of invertable..., Image of the unit square.
6.4
7.1
7.2
7.3
7.4	Symmetric rank 1 matrices.
7.5	Matrices of the form $A^TA$ and $AA^T$.
7.6	A column-row factorization, Column-row expansion.
7.8
7.9
7.11
8.2
8.3	Spectral Decomposition
8.4	Thm 8.4.5 2x2 case only
8.5	Constrained Extremum Problems
9.1

• Theorem 1.2.11 [page 23]
• Theorem 3.2.2 (b) [page 95]
• Theorem 3.2.8 [page 101]
• P2 in 3.4
• Theorem 6.3.2 [page 297]
• P4 in 7.2
• Theorem 8.2.3(a) [page 457, proof precedes statement of theorem]
• Theorem 8.2.7
• P1 in 9.1
• P4 in 9.1