Calculus with Applications (9th Edition)

Calculus with Applications (9th Edition) pdf epub mobi txt 电子书 下载 2026

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出版者:Addison Wesley
作者:Margaret L. Lial
出品人:
页数:948
译者:
出版时间:2007-11-12
价格:USD 143.00
装帧:Hardcover
isbn号码:9780321421326
丛书系列:
图书标签:
  • Calculus
  • Applications
  • Mathematics
  • Higher Education
  • Textbook
  • 9th Edition
  • Stewart
  • Calculus
  • Engineering
  • Science
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具体描述

Lial, Greenwell, and Ritchey continue their tradition of integrating relevant, realistic applications with current data sources to provide an application-oriented text for students majoring in business, management, economics, or the life or social sciences. The many opportunities for technology use allow for increased visualization and a better understanding of difficult concepts. In addition to MyMathLab ® , a complete online course solution, a comprehensive series of video lectures is available for this text. Algebra Reference (shared with FM, CWA, and Combo):Polynomials, Factoring,Rational Expressions,Equations,Inequalities,Exponents,Radicals;Linear Functions (shared with FM, CWA, and Combo):Slopes and Equations of Lines,Linear Functions and Applications,The Least Squares Line,Chapter Review, Extended Application: Using Extrapolation to Predict Life Expectancy;Nonlinear Functions : Properties of Functions,Quadratic Functions; Translation and Reflection,Polynomial and Rational Functions,Exponential Functions,Logarithmic Functions,Applications: Growth and Decay; Mathematics of Finance, Chapter Review, Extended Application: Characteristics of the Monkeyface Prickleback;The Derivative : Limits,Continuity,Rates of Change,Definition of the Derivative,Graphical Differentiation, Chapter Review, Extended Application: A Model for Drugs Administered Intravenously (new);Calculating the Derivative:Techniques for Finding Derivatives,Derivatives of Products and Quotients,The Chain Rule,Derivatives of Exponential Functions,Derivatives of Logarithmic Functions,Chapter Review, Extended Application: Electric Potential and Electric Field (new);Graphs and the Derivative:Increasing and Decreasing Functions,Relative Extrema,Higher Derivatives, Concavity, and the Second Derivative Test,Curve Sketching, Chapter Review, Extended Application: A Drug Concentration Model for Orally Administered Medications (new);Applications of the Derivative:Absolute Extrema,Applications of Extrema,Further Business Applications: Economic Lot Size; Economic Order Quantity; Elasticity of Demand,Implicit Differentiation,Related Rates,Differentials: Linear Approximation, Chapter Review, Extended Application: A Total Cost Model for a Training Program;Integration:Antiderivatives,Substitution,Area and the Definite Integral,The Fundamental Theorem of Calculus, The Area Between Two Curves,Numerical Integration, Chapter Review, Extended Application: Estimating Depletion Dates for Minerals; Further Techniques and Applications of Integration:Integration by Parts,Volume and Average Value,Continuous Money Flow,Improper Integrals, Chapter Review, Extended Application: Estimating Learning Curves in Manufacturing withIntegrals;Multivariable Calculus:Functions of Several Variables,Partial Derivatives,Maxima and Minima,Lagrange Multipliers,Total Differentials and Approximations,Double Integrals, Chapter Review, Extended Application: Using Multivariable Fitting to Create a Response Surface Design;Differential Equations: Solutions of Elementary and Separable Differential Equations,Linear First-Order Differential Equations,Euler's Method,Applications of Differential Equations, Chapter Review, Extended Application: Pollution of the Great Lakes;Probability and Calculus:Continuous Probability Models,Expected Value and Variance of Continuous Random Variables,Special Probability Density Functions, Chapter Review, Extended Application: Exponential Waiting Times;Sequences and Series (From Ray 1/19/07): Geometric Sequences,Annuities: An Application of Sequences.Taylor Polynomials,Infinite Series,Taylor Series,Newton's Method,L'Hospital's Rule, Chapter Review;The Trigonometric Functions:Definitions of the Trigonometric Functions,Derivatives of Trigonometric Functions,Integrals of Trigonometric Functions, Chapter Review, Extended Application: The Shortest Time and the Cheapest Path;Tables: Formulas of Geometry,Area Under a Normal Curve, Integrals,Integrals Involving Trigonometric Functions For all readers interested in calculus with applications.

《Calculus with Applications (9th Edition)》是一本专为高中和大学课程设计的经典教材,它以清晰的逻辑与丰富的例题引导读者深入理解微积分的核心概念与实际应用。该书系统地介绍了微积分的基本原理,并通过详细的解题过程帮助学习者建立扎实的理论基础。内容涵盖了函数的定义、导数的计算及其意义,作为这些知识是解决复杂问题的重要工具。在应用部分,本书深入探讨了微积分在物理、经济学、工程以及生物等领域的实际运用,使得学习者能够将理论与现实紧密联系起来。 课程设计注重培养学生分析问题和建模能力,通过大量真实案例展示微积分在解决实际挑战中的强大功能。每一章节都配有详细的解释和多样化的练习题,旨在提高读者的理解能力和问题解决技巧。此外,本书采用清晰明了的语言,避免过于复杂的表述,同时结合图示和例子,使内容更易于理解和记忆。 针对不同学习目标,该教材不仅适合基础课程的学生,还能为高级学生提供坚实的参考。它通过多样的教学策略,如逐步引入难度、强调思维训练等,帮助读者在掌握基础知识的同时,不断扩展自己的学术视野。值得注意的是,该书不仅仅停留在理论层面,还注重实践应用,使学生能够在课堂和实验中充分运用所学内容,从而提高综合能力。 本书的结构合理,章节安排有条理,每个部分都经过精心设计,以便读者顺畅地跟进学习过程。在每一个段落中,都融入了具体例子和实际应用场景,使复杂概念变得更加直观易懂。通过这种方式,不仅让学生能够轻松掌握微积分的基本知识,还能激发他们对科学与数学领域更深层次的兴趣。 总体而言,《Calculus with Applications (9th Edition)》是一份内容丰富、结构合理且应用广泛的高质量教材,它为读者提供了全面而深入的学习路径,为未来的学术研究或职业发展奠定坚实基础。这个书不仅帮助学生理解数学原理,更培养了他们解决实际问题的能力,具有很强的教育价值和现实意义。

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