Linear algebra

Linear algebra

by Clark, William D., (William Dean)

Type Book
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Book Description: An advanced Practice Makes Perfect workbook for linear algebra, designed to reinforce ideas and concepts, to provide 500 exercises and answers, to offer hundreds of solved problems--making this workbook the ideal complement to class study or self-study.

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Title Statements

  • Full title :Linear algebra / William D. Clark, and Sandra Luna McCune.

Summary

Book Description: An advanced Practice Makes Perfect workbook for linear algebra, designed to reinforce ideas and concepts, to provide 500 exercises and answers, to offer hundreds of solved problems--making this workbook the ideal complement to class study or self-study.

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Edition Statements

  • Publication Date:©2013

Publication Statements

  • Publisher(s):McGraw-Hill
  • Place of Publication:New York, New York
  • Language:eng
  • Publication Date:©2013

The Physical Object

  • Description:vii, 223 pages : : illustrations ; : 28 cm

Edition Identifiers

  • ISBN:9780071778435, 0071778438
  • oclc:ocn820107034
  • LC Classification:QA184.2
  • Dewey Decimal:512.5

Table of Contents

Preface -- Systems Of Linear Equations And Matrices: -- Systems of linear equations -- General systems of linear equations -- Matrices -- Row transformations and equivalence of matrices -- Row-echelon form -- Homogeneous systems -- Matrix Algebra: -- Matrix arithmetic -- Inverse of a square matrix -- Properties of invertible matrices -- Matrix solutions of systems of linear equations -- Transpose of a matrix -- Graphing Calculators And Matrices: -- Matrix menu -- Inputting and editing a matrix -- Matrix arithmetic -- Calculating determinants -- Transpose of a matrix -- Solving linear systems using Gauss-Jordan elimination -- Solving linear systems using X=A-1C Special Types Of Square Matrices -- Nonsingular matrices -- Triangular, diagonal, and scalar matrices -- Involutory, idempotent, and nilpotent matrices -- Symmetric and skew-symmetric matrices -- Orthogonal matrices -- Hermitian and skew-hermitian matrices -- Determinants: -- determinant of a square matrix -- Cramer's rule -- Properties of determinant -- Vectors In R11: -- Vectors in two dimensions -- Dot product of vectors -- Vectors in R11 -- Vectors as matrices -- Vector Spaces: -- Definitions and terminology of vector sp…

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