The first edition was intended to be a synthesis of reform and traditional approaches to calculus instruction。In this second edition I continue to follow that path by empha- sizing conceptual understanding through visual, numerical, and algebraic approaches。The principal way in which this book differs from my more traditional calculus textbooks is that it is more streamlined。 For instance, there is no complete chapter on techniques of integration；I don＇t prove as many theorems （see the discussion on rigor on page xi）；and the material on transcendental functions and on parametric equations is interwoven throughout the book instead of being treated in separate chapters。Instruc- tors who prefer fuller coverage of traditional calculus topics should look at my books Calculus, Fourth Edition and Calculus: Early Transcendentals, Fourth Edition。 Changes in the Second Edition~ The data in examples and exercises have been updated to be more timely。~ Several new examples have been added。For instance, I added the new Example 1 in Section 5.4 （page 381） because students have a tough time grasping the idea of a function defined by an integral with a variable limit of integration。I think it helps to look at Examples 1 and 2 before considering the Fundamental Theorem of Calculus。
具体描述
读后感
我看这本书之前总是怀疑为什么要学数学,数学既无聊又难.现在我的想法大有不同,觉得无数学是不行的.具体就不吹水了. 这本书既容易懂,又不失严谨,最厉害的一方面是使你学的时候充分理解概念,到考试的时候就会在Strategy的节里面教你解题技巧,fantastic! 这本美国教材省去了一些...
评分这本教材已经出到了第5版，最初是在全美大学经典教材系列看这本书，没仔细读，因为书太厚了，但是看了里面的几个案例，怎么和同济大学的微积分上的例题一样的，抄袭都出了国界了！
评分very thorough in calculus theories and also in application to various of areas, like economics, biology physics and engineering. rich in graphs the author is very good at arrange materials, which would help you a lot on remembering the content. use it as...
评分打算用这么本准备考研。。。看到许多同学在找它的答案，这就把刚在网上找到的连接地址给大家吧！ http://ishare.iask.sina.com.cn/f/9154933.html?from=like&retcode=0&reason=%B1%A7%C7%B8%A3%A1%B5%C7%C2%BC%CA%A7%B0%DC%A3%AC%C7%EB%C9%D4%BA%F2%D4%D9%CA%D4
评分这本教材已经出到了第5版，最初是在全美大学经典教材系列看这本书，没仔细读，因为书太厚了，但是看了里面的几个案例，怎么和同济大学的微积分上的例题一样的，抄袭都出了国界了！
用户评价
入门级
评分入门级
评分入门级
评分入门级
评分入门级
相关图书
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 等
© 2025 book.wenda123.org All Rights Reserved. 图书目录大全 版权所有