Presents calculus development by integrating technology (with either graphing calculator or computer). The "Computational Windows" feature offers insights into how technological advances can be used to help understand calculus. Also available: Student Survival Manual (0-13-3-5814-X); and Instructor's Solutions Manual (0-13-178732-2).
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Explicating key concepts through greater verbalization and visualization than in other texts, this book provides students with not only sound calculus development, but innovative pedagogy and superb problems. Technology (with either graphing calculator or computer) is extensively integrated into the text, including key-stroke specific technology manuals containing some textual material, as well as supplementary lab assignments.From the Back Cover:
This book blends much of the best aspects of calculus reform with the reasonable goals and methodology of traditional calculus. Readers benefit from an innovative pedagogy and a superb range of problems. Modeling is a major theme — qualitative and quantitative problems demonstrate an extremely wide variety of mathematical, engineering, scientific, and social models. Functions and Graphs; Limits and Continuity; Differentiation; Derivatives; Integration; Integrals; Methods of Integration; Infinite Series; Polar Coordinates and Parametric Forms; Vectors in the Plane and in Space; Vector-Valued Functions; Partial Differentiation; Multiple Integration; Vector Analysis; Differential Equations. Suitable for professionals in engineering, science, and math.
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Book Description Pearson Education (US). Paperback. Book Condition: Fair. Bookseller Inventory # G0133776980I5N00