Linear Algebra I by Robert Petry & Fotini Labropulu
Linear Algebra I - Table of Contents
- 1. Linear Equations
- 2. Matrices
- 3. Determinants
- 4. Vectors
- 5. Lines and Planes
- 6. Linear Transformation
- 7. Subspaces of Rn
- 8. Eigenvalues and Eigenvectors
- 9. Complex Numbers
What You Will Learn in Linear Algebra I
Linear Algebra I by Robert Petry and Fotini Labropulu is an accessible introductory course text created for undergraduate science, engineering, and mathematics students. Functioning as a primary guide for first-year linear algebra, this volume serves as an essential resource for linear algebra matrix operation problem solving practice.
The textbook systematically explores systems of linear equations, Gaussian elimination, matrix arithmetic, determinants, vector spaces, and linear transformations. By combining step-by-step worked examples with computational routines, Petry and Labropulu enable students to execute essential linear algebra matrix calculation derivations with absolute clarity and precision.
Recognized for its clear exposition and structured problem sets, this resource remains an invaluable companion for classroom study and exam preparation. Petry and Labropulu’s practical approach arms learners with the foundational concepts necessary for mastering linear algebra vector space principles across technical disciplines.
Book Details & Specifications
Title:
Linear Algebra I by Robert Petry & Fotini Labropulu
Publisher:
Campion College and Luther College
Year:
2019
Pages:
584
Type:
PDF
Language:
English
ISBN-10 #:
N\A
ISBN-13 #:
N\A
License:
GNU
Amazon:
Amazon
About the Author: Robert Petry and Fotini Labropulu
The author Robert Petry and Fotini Labropulu
Robert Petry and Fotini Labropulu are experienced mathematics educators at Luther College, University of Regina, dedicated to developing clear, student-focused learning materials for university coursework.
Throughout their academic careers, both professors have emphasized practical problem-solving techniques and clear geometric insights in creating undergraduate linear algebra study guides.
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