All sections have a similar flow and the depth feels even. It contains a comprehensive list of contents and also includes many good examples and assignments which would help students succeed. I have been very happy with how the text is broken up. The book is well organized, and it is possible to reorganize the sections to satisfy specific needs of a course. The older text is a traditional calculus book can be used in 2-3 semesters calculus sequence course. There is a nice mix of theory... From the start, this book gives a comprehensive (yet straight forward) review of the necessary function knowledge. Journalism, Media Studies & Communications. It covers all of important concepts in Calculus as well as related courses. There are a variety of topics used in examples. The applets at CalculusApplets.com did not open, probably because of updated browser security requirements, and other applets seemed outdated or only partly functional. I was unable to find any major topic that is covered in my classes currently that wasn't covered in this book. The book is free of significant interface issues. 36-43 He has been a Sloan Fellow and a Fairchild Scholar and is a Fellow of the American Academy of Arts and Sciences. My only complaint is that the limits at infinity is listed with applications. The videos, which include real-life examples to illustrate the concepts, are ideal for high school students, college students, and anyone interested in learning the basics of calculus. This textbook is well written and clearly organized. Generally speaking, with few exceptions, it is possible to cover one section in a 50-minute class period. For my institution, all relevant topics are covered. Learning objectives, at the beginning of each section, key terms, key concepts, and key equations at the end of each sections are very helpful. Introduction to limits It certainly can be more of them, comparing to some commercial calculus text, if time and resources allow. There is an index at the back. Calculus textbook This book is a useful resource for educators and self-learners alike. In my experience, students spend more time interacting with the online homework system than they do the textbook. It starts with a review of functions, moves to limits, and then proceeds through differentiation and integration. He is a Professor of Mathematics at MIT, an Honorary Fellow of Balliol College, and a member of the National Academy of Sciences. The text is written very clear and lucid. This book follows the traditional layout of a calculus book. Required fields are marked *. read more. The text has relevant problems that relate directly to the topic at hand, but they are classic enough that the book will be able to be used for many semesters and will not quickly be obsolete. I would need to supplement this textbook more than I would need to supplement other commercial options. The text covers the same material that is covered in Calculus 1 textbooks that I have used in the past and that other members of the department still use. It covers the entirety of the usual Calculus I curriculum and includes sections with applications that are particularly helpful. Interactive examples with hints and/or answers make the online version really valuable. Gilbert Strang was an undergraduate at MIT and a Rhodes Scholar at Balliol College, Oxford. They do make an effort to update any errors that might be found and sent to them, as is stated in the preface to the book "Since our books are web based, we can make updates periodically when deemed pedagogically necessary. The book guides students through the core concepts of calculus and helps them understand how those concepts apply to their lives and the world around them. CALCULUS fall 2009 Typeset:June 8, 2010 1 MATH 221 { 1st SEMESTER CALCULUS LECTURE NOTES VERSION 2.0 (fall 2009) This is a self contained set of lecture notes for Math 221. The physics applications are explained well enough so that a student would not need a physics background to be successful. For example in section 3.1, Defining the Derivative the diagrams cluttered and students who are being exposed to the idea of the derivative for the first time may not understand what label goes with what. I wouldn't use a text that didn't. The first Su Buchin Prize from the International Congress of Industrial and Applied Mathematics, and the Haimo Prize from the Mathematical Association of America, were awarded for his contributions to teaching around the world. An online homework system that is easy to use for both the instructor and the student is essential. The “Student Projects” are of this type, but I would like to see more of these. read more. The sections lined up almost exactly with our current book. The topics in the book are presented very well. read more. I was unable to find any major topic that is covered in my classes currently that wasn't covered in this book. However, the problems at the end of each section are not numbered in the online version of the book, and this makes it difficult for students to find the assigned problems unless they have a download (which they do not if, for example, they're working on a phone) or a hard copy. There is some inclusion of the “rule of four” (graphical, tabular, and verbal approaches in addition to symbolic computations), but not as much as I personally would like to see. Home The index and glossary are both easy to use. I used this textbook in Calculus 1 during fall semester 2016. The author provides real life examples to apply the concepts. (Often, the pictures in commercial textbooks appear off to the side, and it's not always clear which figures go with which text.) It covers all of important concepts in Calculus as well as related courses. From the table of contents it seems that the index pages are supposed to be in... The layout was intuitive. The text is relevant to all people and all cultures. Lecture Notes for Math by Dr. Vitaly A I have not found any grammatical errors. We did many of the problems both in class and as assigned problems and found no errors. This book covers the standard Calculus 1 course: traditional topics of differential calculus and the basic concepts of integral calculus. Calculus textbook. » The text is vivid and lucid and not overcomplicated, exercises are reasonably difficult. While generally cultural relevance is not a major issue in calculus text, it probably will be great if the text includes some historical background as the topics move in logical order, since calculus is developed with rich history and important mathematicians along the way. read more. We don't offer credit or certification for using OCW. This text covers a standard list of topics for the 1st course of calculus. Reviewed by Ashley Fuller, Associate Professor, Richard Bland College on 10/9/19, The text is well laid out and has topics broken down into appropriate subtopics within each larger chapter. Knowledge is your reward. Subject matter experts review all errata suggestions. Our curriculum also includes numerical integration, which is in the corresponding Calculus II text, but that single section could be easily incorporated into our Calculus I... It would be possible to use this book for any length of course between 10 and 15 weeks (or longer). This is overall a very good text for an introductory calculus course. This means it's a very easy switch. Illustrations, mostly graphs, are excellent, with great attention to the most important information. The grammar is good. The text is written in a way that is generally easy to read although as mentioned before some of the examples students had a difficult time following. It seems like the text was intentionally written to be gender and culture free. The subchapters are in logic order and easily adopted for use. Due to the comprehensive nature of the material, we are offering the book in three volumes for flexibility and efficiency. I used the book in conjunction with MyOpenMath. In particular, the critical diagrams showing the construction of the derivative were difficult to decipher due to the labels being nearly on top of one another. It is well organized, covers single variable and multivariable calculus in depth, and is rich with applications. This book covers all major topics in a typical first calculus course.

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