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Description

Fall 2016

Jon Ulrich

MAT 343

Week 1 Notes covering introduction to applied linear algebra and covering "Chapter 1: Matrices and Systems of Equations"

These notes cover how to solve for the determinant of a matrix, including definitions, theorems, and examples. These notes were taken from MAT 343 taught at ASU.

This study guide is a summary of each section that will be covered in Exam 1 (sections 1.1-1.5 and 2.1-2.2).

These notes cover the definitions of vector spaces and the functions associated with them. Includes examples, axioms, and theorems from this section.

These notes cover dependency relations and how to show if vectors are linearly independent or dependent. Includes important theorems, observations, and multiple examples.

These notes cover the material that will be tested on Exam 1. In particular this is the worked out solutions for the practice exam, with highlighted formulas and written notes that explain the process of solving the problems. Hope they help.

These notes cover finding the transition matrix when changing basis. Includes numerous examples and definitions.

These notes include definitions and examples of eigenvalues and eigenvectors.

These notes include the theorems and definitions associated with diagonalization. Also includes examples of worked out problems.

This study guide covers the review problems for the second exam. Each problem is worked out and answered.

These notes cover the definitions and theories associated with singular value decomposition. Also includes examples.

These notes cover the final exam review from class. All problems are worked through and answered, with explanations and step by step completion.