Download Ebook, Epub, Textbook, quickly and easily or read online full books anytime and anywhere. Click GET BOOK button and get unlimited access by create free account.

The teacher s hand book of algebra by James Alexander McLellan

Title The teacher s hand book of algebra
Author James Alexander McLellan
Publisher
Release 1879
Category
Total Pages
ISBN
Language English, Spanish, and French
GET BOOK

Book Summary:

A Treatise on Algebra by Elias Loomis

Title A Treatise on Algebra
Author Elias Loomis
Publisher
Release 1847
Category Algebra
Total Pages 314
ISBN
Language English, Spanish, and French
GET BOOK

Book Summary:

Elementary Algebra for Schools by Henry Sinclair Hall

Title Elementary Algebra for Schools
Author Henry Sinclair Hall
Publisher
Release 1885
Category Algebra
Total Pages 308
ISBN
Language English, Spanish, and French
GET BOOK

Book Summary:

Ray s Algebra Part First by Joseph Ray

Title Ray s Algebra Part First
Author Joseph Ray
Publisher
Release 1848
Category Algebra
Total Pages 240
ISBN
Language English, Spanish, and French
GET BOOK

Book Summary:

College Algebra by Webster Wells

Title College Algebra
Author Webster Wells
Publisher
Release 1890
Category Algebra
Total Pages 577
ISBN
Language English, Spanish, and French
GET BOOK

Book Summary:

Elements of Algebra by Joseph Ray

Title Elements of Algebra
Author Joseph Ray
Publisher
Release 1894
Category Algebra
Total Pages 406
ISBN
Language English, Spanish, and French
GET BOOK

Book Summary:

Algebra by L. Rédei

Title Algebra
Author L. Rédei
Publisher Elsevier
Release 2014-07-21
Category Mathematics
Total Pages 832
ISBN 1483222640
Language English, Spanish, and French
GET BOOK

Book Summary:

Compared with the original German edition this volume contains the results of more recent research which have to some extent originated from problems raised in the previous German edition. Moreover, many minor and some important modifications have been carried out. For example paragraphs 2 — 5 were amended and their order changed. On the advice of G. Pickert, paragraph 7 has been thoroughly revised. Many improvements originate from H. J. Weinert who, by enlisting the services of a working team of the Teachers' Training College of Potsdam, has subjected large parts of this book to an exact and constructive review. This applies particularly to paragraphs 9, 50, 51, 60, 63, 66, 79, 92, 94, 97 and 100 and to the exercises. In this connection paragraphs 64 and 79 have had to be partly rewritten in consequence of the correction

Title Differential Equations with Linear Algebra
Author Matthew R. Boelkins
Publisher Oxford University Press
Release 2009-11-05
Category Mathematics
Total Pages 576
ISBN 0199736669
Language English, Spanish, and French
GET BOOK

Book Summary:

Linearity plays a critical role in the study of elementary differential equations; linear differential equations, especially systems thereof, demonstrate a fundamental application of linear algebra. In Differential Equations with Linear Algebra, we explore this interplay between linear algebra and differential equations and examine introductory and important ideas in each, usually through the lens of important problems that involve differential equations. Written at a sophomore level, the text is accessible to students who have completed multivariable calculus. With a systems-first approach, the book is appropriate for courses for majors in mathematics, science, and engineering that study systems of differential equations. Because of its emphasis on linearity, the text opens with a full chapter devoted to essential ideas in linear algebra. Motivated by future problems in systems of differential equations, the chapter on linear algebra introduces such key ideas as systems of algebraic equations, linear combinations, the eigenvalue problem, and bases and dimension of vector spaces. This chapter enables students to quickly learn enough linear algebra to appreciate the structure of solutions to linear differential equations and systems thereof in subsequent study and to apply these ideas regularly. The book offers an example-driven approach, beginning each chapter with one or two motivating problems that are applied in nature. The following chapter develops the mathematics necessary to solve these problems and explores related topics further. Even in more theoretical developments, we use an example-first style to build intuition and understanding before stating or proving general results. Over 100 figures provide visual demonstration of key ideas; the use of the computer algebra system Maple and Microsoft Excel are presented in detail throughout to provide further perspective and support students' use of technology in solving problems. Each chapter closes with several substantial projects for further study, many of which are based in applications. Errata sheet available at: www.oup.com/us/companion.websites/9780195385861/pdf/errata.pdf