Class information:
Homework:
HW 1 

HW 2 

HW 3 

HW 4 

Review of Determinants 




My Notes:
 Part 1  Vector spaces and subspaces
 Part 2  Spanning sets, linear independence, bases, and dimension
 Part 3  Linear transformations
 Part 4  The matrix of a linear transformation
Extra: Here is a picture that give a summary of part 4.
 Review  A review of determinants
 Part 5  Eigenvalues, eigenvectors, and diagonalization
Extra: Motivation: pic 1, pic 2. This goes at page 75 in the notes.
Extra: In class we redid the theorem on pgs 7778. Here are the pics: pic 1, pic 2, pic 3, pic 4.
 Part 6  Inner product spaces
 Part 7  A few final comments about diagonalization on inner product spaces
Test solutions:
Online Resources:
 Anne Schilling's Winter 07' course at UC Davis with notes and more homework with solutions
 Linear Algebra  As an Introduction to Abstract Mathematics, by Lankham, Nachtergaele, and Schilling
 Linear Algebra Done Wrong, by Sergei Treil
 A First Course in Linear Algebra, by Robert Beezer