Calculus: Single Variable

by William G. McCallum, Daniel E. Flath, Andrew M. Gleason, et al.

Book Overview

Calculus teachers recognize Calculus as the leading resource among the "reform" projects that employ the rule of four and streamline the curriculum in order to deepen conceptual understanding. The... This description may be from another edition of this product.

• Format: Paperback
• Language: English
• ISBN: 0470888644
• ISBN13: 9780470888643
• Release Date: October 2012
• Publisher: Wiley
• Length: 753 Pages
• Weight: 3.00 lbs.
• Dimensions: 1.1" x 8.4" x 10.4"

Customer Reviews

Great

After I ordered the book, I had to contact with her in regard to the change of my address where the book needed to be sent to. She got back with me right away and sent it to the address that I asked her. Also she sent me a student solution manual book free of charge along with the book. I'm really satisfied with her service. Thank you, Angela!

Very complete book

this book help me so much with my job because i'm mathematics teacher in a school, and its very complete.

How I Learned Calculus

This calculus textbook provides challenging sample problems and clear proofs for calculus students. It highlights the main points well, surrounding each must-know point with an extremely helpful blue box (actually you could probably learn calculus by just reading the blue boxes). Exercises range from easy to very challenging and from random to practical. While most of the problems can be done by hand, a graphing calculator is necessary to get the most out of this book. For those taking AP Calculus, this book covers both AB and BC.

Clear, precise, detailed. I learned a lot from this book!

This book was used for my Fall 2002 Calculus III (multivariable) class. We used the last section of the book, chapters 12-19. I was able to review old concepts when needed from the earlier chapters, which were presented nicely.I have noticed that a lot of other reviewers here have mixed feelings about this text. It would help if they stated their background which should be taken into account. I am a junior computer science/mathematics double major who does well in both subjects and is not afraid of reading through a long proof or spending time on advanced problems. Thus, my perspective is that of an advanced student. I noticed that the other students in my class were not all mathematics majors and there were a lot of physics/chemistry majors in the group. These people are probably learning from a pragmatic perspective and could probably care less about proofs, so as long as they pass they are happy.The chapters from the book that I read in detail (12-19) I found to be full of great illustrations and examples and were presented in a clear logical manner without superfluous material/examples. Starting with the basic tools needed for multivariable calculus (multivariable functions, vector algebra), I found myself grasping topics and ideas very quickly (I aced the course). The exercises were not too difficult and could be solved in a few minutes using the information from the section. The problems require more time and sometimes ideas from other sections/subjects, but none are too difficult. Mostly every topic was given a algebraic and geometric explaination. The book provides a great introduction for beginners while the scope of topics covered appeals to advanced students as well.In comparison to my old calculus text (Stewart) I found this book to have a lot more material in general that wasn't in Stewart, such as trig sub and fourier series. There is also a chapter on differential equations, which I should probably read before my class starts next semester ;D .In summary, this review is from the perspective of a young mathematician, and I felt that it was perfect for me to learn from. I liked it enough to keep it. If you are in the same category you will find this to be a wonderful text. It is hard to say whether or not it should be recommended for beginners/non-math students, since I am not one, but from the other reviews on here it seems like some people have had trouble. If that's the case you might want to find a supplement (Standard Deviant's or Cliff's Notes). Learning calculus for the non-math student is not easy, so the best way is to just work harder.

Wonderful book! Easy to learn from.

Great calculus book. Interesting problems and easy to learn with things presented in three different ways.