## Table of contents

CHAPTER 2 DETERMINANTS

CHAPTER 3 EUCLIDEAN VECTOR SPACES

CHAPTER 4 GENERAL VECTOR SPACES

CHAPTER 5 EIGNVALUES AND EIGENVECTORS

CHAPTER 6 INNER PRODUCT SPACES

CHAPTER 7 DIAGONALIZATION AND QUADRATIC FORMS

CHAPTER 8 LINEAR TRANSFORMATIONS

CHAPTER 9 NUMERICAL METHODS

CHAPTER 10 APPLICATIONS OF LINEAR ALGEBRA