|
 |
|
|
|
|
| 作者 |
： |
戴尔·沃伯格
|
| ISBN |
： |
7111107055
|
| 页数 |
： |
796
|
| 开本 |
： |
26cm
|
| 封面形式 |
： |
简裝本
|
| 出版社 |
： |
机械工业出版社
|
| 出版日期 |
： |
2002-6-1
|
| NT$ |
： |
485
|
|
|
|
|
配送说明： 国际快递 ， 海运邮递 。
付款说明： 1. VISA、MASTER線上刷卡 2. 信用卡传真刷卡付款 3.
邮政划拨 4. 银行汇款
|
|
|
|
|
 |
| |
本书分两部分，第一部分为一元微积分，包括函数，极限，函数连续性，导数及其应用，积分及其应用，不定型的极限及广义积分等；第二部分为多元微积分，包括空间解析几何、向量，多元函数的导数与二重三重积分等。
|
|
|
|
|
|
|
| |
序
出版说明
Preface
1 Preliminaries
1.1 The Real Number System
1.2 Decimals,Calculators,Estimation
1.3 Inequalities
1.4 Absolute Values,Square Roots,Squares
1.5 The Rectangular Coordinate Sytem
1.6 The Straight Line
1.7 Graphs of Equations
1.8 Chapter Erview
Technology Project 1.1 Graphing
Technology Project 1.2 Solving Equations by Xooming
2 Functions and Limits
2.1 Functions and Their Graphs
2.2 Operations on Functions
2.3 The Trigonometric Functions
2.4 Introduction to Linits
2.5 Rigorus Study of Limits
2.6 Limit Theorems
2.7 Limits Involving Trigonometric Functions
2.8 Linits at Infinity,Infinite Limits
2.9 Continuity of Functions
2.10 Chapter Review
2.11 Additional Problems
Technology Project 2.1 Shifting and Scaling the Graph of a Function
Technology Project 2.2 Limits
3 The Derivative
……
4 Applications of the Derivative
5 The integral
6 Applications of the integral
7 Transcendental Functions
8 Techniques of integration
9 Indeterminate Forms and Improper Integrals
10 Infinite Series
11 Numerical Methods, Approximations
12 Conics and Polar Coordinates
13 Geometry in the Plane,Vectors
14 Geometry in Space, Vectors
15 The Derivative in n-Space
16 The Integral in n-Space
17 Vector Calculus
18 Differential Equations
Appendix
Answers to Odd-Numbered Problems
Index
Photo Credits
|
|
|
|
|
|
