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Price: $15 |
| Location: Los Angeles, California |
| Date Posted: February 21, 2012 |
| Call: (087) 891-5052 |
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| This auction is for a copy of The Calculus Problem Solver from the Research and Education Association (©1989 printing), part of REA's Problem Solvers series. Edited by Dr. H. Weisbecker. ISBN is 0-87891-505-2. As billed on the cover, this book is a "Complete Solution Guide to Any Textbook": Useful for homework, test-preparation, and exams For use with both introductory and advanced texts/courses Includes every type of problem assignable or given on a test 1,184 Problems worked out over 1,060 pages Each problem worked out step-by-step to enable complete understanding Saves you hours of time in finding solutions to problems Completely indexed by problem type The vast majority of damage to this book is on the outside. There are several scuff marks on the green cover, and the corners of the front cover are very un-pointed. When looking at the side of the book opposite the binding, a few coffee stains are visible, although these are not visible whatsoever on the inner pages. The binding is still in excellent condition: no creases in it, and all the pages are still attached. For the most part the inner pages are in near-mint condition. I've gone through each page to check for markings. A grand total of 8 of the book's 1,088 pages (< 1%) have markings on them: title page - some pen scribbles and the text "03/06/90"; Table of Contents - 8 chapters have their chapter numbers circled; p.212 - two yellow highlighting marks at the bottom of the page; p.213 - yellow highlighting in three paragraphs and a blue highlighting mark at the bottom of the page; p.214 - yellow highlighting in one paragraph; p.217 - yellow highlighting in one paragraphs; p.229 - yellow highlighting in one paragraphs. Table of Contents: Inequalities Absolute Values Limits Continuity Derivative Δ-Method Differentiation of Algebraic Functions Differentiation of Trigonometric Functions Differentiation of Inverse Trigonometric Functions Differentiation of Exponential and Logarithmic Functions Differentiation of Hyperbolic Functions Implicit Differentiation Parametric Equations Indeterminate Form Tangents and Normals Maximum and Minimum Values Applied Problems in Maxima and Minima Curve Tracing Curvature Related Rates Differentials Partial Derivatives Total Differentials, Total Derivatives, and Applied Problems Fundamental Integration Trigonometric Integrals Integration by Partial Fractions Trigonometric Substitutions Integration by Parts Improper Integrals Arc Length Plane Areas Solids: Volumes and Areas Centroids Moments of Inertia Double/Iterated Integrals Triple Integrals Masses of Variable Density Series The Law of the Mean Motion: Rectilinear and Curvilinear Advanced Integration Techniques Basic Differential Equations Advanced Differential Equations Applied Problems in Differential Equations Fluid Pressures/Forces Work/Energy Electricity Graphs Commonly Used in Calculus Index
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