Applied Mathematics for Business, Economics and the Social Sciences
4th Revised edition
By (author) Frank S. Budnick
Applied Mathematics for Business, Economics and the Social Sciences by Frank S. Budnick
Book DescriptionOffering comprehensive treatment of selected topics in finite mathematics and calculus, the fourth edition of this text provides an informal, non-intimidating presentation of the mathematical principles, techniques, and applications most useful to students in business, economics, and the life and social sciences. Oriented towards the needs of the student, the text retains such pedagogical features as "Algebra Flashbacks", "Notes to the Student", "Points for Thought or Discussion", and an extensive array of problems and applications to support the learning process. In the new edition a new chapter entitled "Some Preliminaries" provides a smooth transition from algebra to applied mathematics, and a new chapter on exponentials and logarithms has been added. Actual data from real applications has been included to allow students to see the connection between mathematics and the world around them. There is a new design to provide visual reinforcement, more preliminary material, new motivational scenarios, an increased orientation towards using the computer as a tool for performing mathematical analysis and increased emphasis on the nature of estimation in mathematics. Also available to accompany this text are an "Instructor's Manual" (ISBN 0-07-008903-5), a "Student Solutions Manual" (ISBN 0-07-008904-3) and a "Printed Test Bank" (ISBN 0-07-008905-1).
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Book DetailsISBN: 9780070089020
Classification: Applied mathematics
Format: Hardback (240mm x 188mm x mm)
Imprint: McGraw-Hill Inc.,US
Publisher: McGraw-Hill Education - Europe
Publish Date: 1-Feb-1993
Country of Publication: United States
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Praise for the First Edition "... fills a considerable gap in the numerical analysis literature by providing a self-contained treatment... this is an important work written in a clear style... warmly recommended to any graduate student or researcher in the field of the numerical solution of partial differential equations.
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