单变量微积分 epub pdf  mobi txt 电子书 下载

单变量微积分 epub pdf mobi txt 电子书 下载 2024

单变量微积分 epub pdf mobi txt 电子书 下载 2024


简体网页||繁体网页
邹云志 著

下载链接在页面底部


点击这里下载
    

想要找书就要到 静思书屋
立刻按 ctrl+D收藏本页
你会得到大惊喜!!

发表于2024-11-22


商品介绍



店铺: 巧艺图书专营店
出版社: 世界图书出版公司
ISBN:9787510094903
商品编码:28895407987
包装:平装
出版时间:2015-05-01

单变量微积分 epub pdf mobi txt 电子书 下载 2024



类似图书 点击查看全场最低价

相关书籍





书籍描述

基本信息

书名:单变量微积分

定价:80.00元

售价:60.0元,便宜20.0元,折扣75

作者:邹云志

出版社:世界图书出版公司

出版日期:2015-05-01

ISBN:9787510094903

字数

页码:350

版次:1

装帧:平装

开本:16开

商品重量:0.4kg

编辑推荐


内容提要

Irecently years, more and more Chinese students are going overseas, either as exchange students, or to pursue degrees. At the same time, more and more students are ing from other countries to Chinese universities to further their studies. We've noticed that iterms of both knowledge transfer and intercultural munication, the English language has played aindispensable role. Furthermore, it is the interest of these students to have a smooth transitiofrom one system to another, for their credits to transfer, and for them to immerse themselves ithe new environment as quickly as possible. To this end, more and more Chinese schools are offering courses delivered bilingually or iEnglish to enhance students' international outlook.
  One of the greatest challenges ioffering Chinese students a course iEnglish is finding a suitable textbook: the textbook must seriously consider what students have done itheir high schools; it must meet the national and local official course standards; and it should resonate with significant international flavors so as to benefit students.

目录

CHAPTER 1 Prereqrusites for Calculus
1.1 Overview ofCalculus
1.2 Sets and Numbers
1.2.1 Sets
1.2.2 Numbers
1.2.3 The Least Upper Bound Property
1.2.4 The Extended Real Number System
1.2.5 1ntervals
1.3 Functions
1.3.1 Definitioofa Function
1.3.2 Graph ofa Function
1.3.3 Some Basic Functions and Their Graphs
1.3.4 Building New Functions
1.3.5 Fundamental Elementary Functions
1.3.6 Properties ofFunctions
1.4 Exercises

CHAPTER 2 Limits and Continruty
2.1 Rates ofChange and Derivatives
2.2 Limits of a Function
2.2.1 Definitioof a Limit
2.2.2 Properties of Limits of Functions
2.2.3 Limit Laws
2.2.4 One-sided Liruits
2.2.5 Limits Involving Infinity and Asymptotes
2.3 Limits of Sequences
2.3.1 Definitions and Properties
2.3.2 Subsequences
2.4 Squeeze Theorem and Cauchy's Theorem
2.5 Infinitesimal Functions and Asymptotic Functions
2.6 Continuous and Discontinuous Functions
2.6.1 Continuity and Discontinuity
2.6.2 Continuous Functions
2.6.3 Theorems oContinuous Functions
2.6.4 Uniform Continuity
2.7 Some Proofs iChapter
2.8 Exercises

CHAPTER 3 I'he Derivative
3.1 Derivative ofa Functioat a Point
3.1.1 Instantaneous Rates of Change and Derivatives Revisited
3.1.2 One-sided Derivatives
3.1.3 A FunctioMay Fail to Have a Derivative at a Point
3.2 Derivative as a Function
3.2.1 Graphing the Derivative of a Function
3.2.2 Derivatives of Some Basic Functions
3 .3 Derivative Laws
3.4 Derivative of aJnverse Function
3.5 Differentiating a Composite Functio- The ChaiRule
3.6 Derivatives ofHigher Orders
3.7 Implicit Differentiation
3.8 Functions Defined by Parametric and Polar Equations
3.8.1 Functions Defined by Parametric Equations
3.8.2 Polar Curves
3.9 Related Rates ofChange
3.10 The Tangent Line Approximatioand the Differentia
3.10.1 Linearization
3.10.2 Differentials
3.11 Derivative Rules-Summary
3.12 Exercises

CHAPTER 4 Applications of the Derivative
4.1 Extreme Values and The Candidate Theorem
4.2 The MeaValue Theore
4.3 Monotonic Functions and The First Derivative Test
4.3.1 Monotonic Functions
4.3.2 The First Derivative Test
4.4 Extended MeaValue Theorem and the L'Hopital's Rules
4.4.1 Extended MeaValue Theorem
……
CHAPTER 5 The Definite Integral
CHAPTER 6 Techniques for Integratioand Improper Integrals
CHAPTER 7 Applications of the Definite Integral
CHAPTER 8 Infinite Series, Sequences, and Approximations

作者介绍


文摘


序言

CHAPTER 1 Prereqrusites for Calculus
1.1 Overview ofCalculus
1.2 Sets and Numbers
1.2.1 Sets
1.2.2 Numbers
1.2.3 The Least Upper Bound Property
1.2.4 The Extended Real Number System
1.2.5 1ntervals
1.3 Functions
1.3.1 Definitioofa Function
1.3.2 Graph ofa Function
1.3.3 Some Basic Functions and Their Graphs
1.3.4 Building New Functions
1.3.5 Fundamental Elementary Functions
1.3.6 Properties ofFunctions
1.4 Exercises

CHAPTER 2 Limits and Continruty
2.1 Rates ofChange and Derivatives
2.2 Limits of a Function
2.2.1 Definitioof a Limit
2.2.2 Properties of Limits of Functions
2.2.3 Limit Laws
2.2.4 One-sided Liruits
2.2.5 Limits Involving Infinity and Asymptotes
2.3 Limits of Sequences
2.3.1 Definitions and Properties
2.3.2 Subsequences
2.4 Squeeze Theorem and Cauchy's Theorem
2.5 Infinitesimal Functions and Asymptotic Functions
2.6 Continuous and Discontinuous Functions
2.6.1 Continuity and Discontinuity
2.6.2 Continuous Functions
2.6.3 Theorems oContinuous Functions
2.6.4 Uniform Continuity
2.7 Some Proofs iChapter
2.8 Exercises

CHAPTER 3 I'he Derivative
3.1 Derivative ofa Functioat a Point
3.1.1 Instantaneous Rates of Change and Derivatives Revisited
3.1.2 One-sided Derivatives
3.1.3 A FunctioMay Fail to Have a Derivative at a Point
3.2 Derivative as a Function
3.2.1 Graphing the Derivative of a Function
3.2.2 Derivatives of Some Basic Functions
3 .3 Derivative Laws
3.4 Derivative of aJnverse Function
3.5 Differentiating a Composite Functio- The ChaiRule
3.6 Derivatives ofHigher Orders
3.7 Implicit Differentiation
3.8 Functions Defined by Parametric and Polar Equations
3.8.1 Functions Defined by Parametric Equations
3.8.2 Polar Curves
3.9 Related Rates ofChange
3.10 The Tangent Line Approximatioand the Differentia
3.10.1 Linearization
3.10.2 Differentials
3.11 Derivative Rules-Summary
3.12 Exercises

CHAPTER 4 Applications of the Derivative
4.1 Extreme Values and The Candidate Theorem
4.2 The MeaValue Theore
4.3 Monotonic Functions and The First Derivative Test
4.3.1 Monotonic Functions
4.3.2 The First Derivative Test
4.4 Extended MeaValue Theorem and the L'Hopital's Rules
4.4.1 Extended MeaValue Theorem
……
CHAPTER 5 The Definite Integral
CHAPTER 6 Techniques for Integratioand Improper Integrals
CHAPTER 7 Applications of the Definite Integral
CHAPTER 8 Infinite Series, Sequences, and Approximations


单变量微积分 epub pdf mobi txt 电子书 下载 2024

单变量微积分 下载 epub mobi pdf txt 电子书 2024

单变量微积分 pdf 下载 mobi 下载 pub 下载 txt 电子书 下载 2024

单变量微积分 mobi pdf epub txt 电子书 下载 2024

单变量微积分 epub pdf mobi txt 电子书 下载
想要找书就要到 静思书屋
立刻按 ctrl+D收藏本页
你会得到大惊喜!!

读者评价

评分

评分

评分

评分

评分

评分

评分

评分

评分

单变量微积分 epub pdf mobi txt 电子书 下载 2024

类似图书 点击查看全场最低价

单变量微积分 epub pdf mobi txt 电子书 下载 2024


分享链接









相关书籍


本站所有内容均为互联网搜索引擎提供的公开搜索信息,本站不存储任何数据与内容,任何内容与数据均与本站无关,如有需要请联系相关搜索引擎包括但不限于百度google,bing,sogou

友情链接

© 2024 book.idnshop.cc All Rights Reserved. 静思书屋 版权所有