# Super Review Linear Algebra: All You Need to Know

ISBN-10: 0878910859

ISBN-13: 9780878910854

Pub. Date: 05/28/2000

Publisher: Research & Education Association

Super Review Study Guides – All You Need to Know!

REA’s Super Review of Linear Algebra is an excellent study guide and textbook companion for students at all learning levels who are studying Linear Algebra.

The Super Review of Linear Algebra offers you:

• Concise, yet comprehensive coverage of Linear Algebra

…  See more details below

## Overview

Super Review Study Guides – All You Need to Know!

REA’s Super Review of Linear Algebra is an excellent study guide and textbook companion for students at all learning levels who are studying Linear Algebra.

The Super Review of Linear Algebra offers you:

• Concise, yet comprehensive coverage of Linear Algebra
• Student-friendly language to make learning easier
• Easy-to-grasp, logically ordered Linear Algebra reviews that prepare you for homework, quizzes, midterms, and finals
• Linear Algebra review questions in Q & A format following each topic or chapter
• Linear Algebra quizzes to test your knowledge of the material and guide you toward areas that need further study

## Product Details

ISBN-13:
9780878910854
Publisher:
Research & Education Association
Publication date:
05/28/2000
Series:
Super Reviews Study Guides
Pages:
224
Sales rank:
1,389,766
Product dimensions:
5.47(w) x 8.19(h) x 0.51(d)
Age Range:
16 Years

## Related Subjects

 Chapter 1 Linear Matrices 1.1 Linear Equations and Matrices 1 1.2 Homogenous Systems of Linear Equations 9 1.3 Matrices 17 1.4 Matrix Arithmetic 22 1.5 Gaussian Elimination 29 1.6 Elementary Matrices 38 Quiz: Linear Matrices 43 Chapter 2 Determinants 2.1 Determinant Function 48 2.2 Determinants by Row Reduction 49 2.3 Determinant Properties 53 2.4 Cofactor Expansion and Cramer's Rule 57 Quiz: Determinants 68 Chapter 3 Vector Spaces 3.1 Euclidean n-Space 73 3.2 Vector Spaces 73 3.3 Subspaces 83 3.4 Linear Independence 89 3.5 Basis and Dimension 101 3.6 Row and Column Space of a Matrix 108 3.7 Inner Product Spaces 113 3.8 Length and Angle in Inner Product Spaces 116 3.9 Orthonormal Bases 124 3.10 Coordinates and Change of Basis 136 Quiz: Vector Spaces 144 Chapter 4 Linear Transformations 4.1 Linear Transformations 149 4.2 Kernel and Range 158 4.3 Linear Transformations from R[superscript n] to R[superscript m] 163 4.4 Matrices of Linear Transformations 167 4.5 Similarity 169 Quiz: Linear Transformations 176 Chapter 5 Eigenvalues and Eigenvectors 5.1 Definitions of Eigenvalues and Eigenvectors 181 5.2 Diagonalization 191 5.3 Symmetric Matrices 200 Quiz: Eigenvalues and Eigenvectors 210