
#1
Oct2211, 02:53 PM

P: 542

(combined in 1 book)
What would be the best, easiest to use book for calc 1/2. Something like a supplement would be really nice, but I want some extra problems so that I can really understand the material. My book right now is "Calculus Graphical, Numerical, Algebraic" and I don't really like it because the problems are too easy compared to my tests and then I'm sol. Thanks in advance. 



#2
Oct2211, 03:30 PM

Mentor
P: 16,537

If you want fun and nontrivialk problems, then go for Spivak or Apostol...




#3
Oct2211, 03:58 PM

P: 181

You can't go wrong with Calculus by James Stewart. x)




#4
Oct2211, 07:58 PM

HW Helper
P: 1,347

Best Calculus I/II book 



#5
Oct2211, 09:08 PM

P: 542

But there's 3 different answers I really need the best 1 :( 



#6
Oct2211, 09:12 PM

Mentor
P: 16,537

Spivak and Apostol are very similar, so you can choose either one. They are very rigorous books with very challenging/hard exercises. Stewart is another book (that I personally didn't like), but you'll find a lot of nice exercises in there. I'd suggest you look those books up in things like "google books". Read the first chapter and choose whatever you like best. 



#7
Oct2211, 09:34 PM

P: 112

I used Stewart for Calc1 and liked it a lot, I am using Thomas now for calc2 and absolutely can't stand it. But oh well, I have a lot better professor this time so it evens out.




#8
Oct2311, 05:10 AM

P: 183

But he's right, OP  if everybody agreed on the best book, there wouldn't be so many. Spivak and Apostol are a combination of calculus and analysis, and are very challenging  too challenging for most students' first encounter with calculus, but you might enjoy seeing what you can do with them. At the next tier, it's just a matter of preference whether you like Stewart, Anton, Thomas, SmithMinton, Gill, or many others. All are good (but I lean toward Thomas). All of them have more problems than a student taking a full load would ever have time to do, and all of their problem sets start out easy and end up hard (for a freshman). If you want a lot of problems and a lot of different approaches to the material, get cheap used editions of several of them. A book 20 years old is just as good as a brand new one, especially if you're just looking for problems to do. 



#9
Oct3111, 10:37 AM

Sci Advisor
HW Helper
P: 9,421

you can learn plenty of calculus from the 3040 year old versions of thomas's calculus.
here is a long list of used copies available for as little as $1. http://www.abebooks.com/servlet/Sear...lculus&x=0&y=0 I do not especially recommend the newest one by Hass, Weir, Thomas (after Thomas had died). 



#10
Oct3111, 07:38 PM

P: 246




#11
Nov211, 12:21 AM

P: 6

I have to second the suggestion for Spivak. I pefer Spivak over Apostol because it is selfcontainted. Additionally, Apolstol starts with integration before differentiation, which although being historically correct, is not my preference. Either book will leave you with a much deeper understanding of calculus than doorstopsized plugandchug volumes.
Before reading Spivak or Apostol, I highly recommend a book on proofs, such as How to Prove it, Velleman. In terms of more modern reads, I'm a fan of Larson's Calculus. I also highly recommend his Precalculus with Limits book if you're rusty. An MIT prof. put it best  the calculus part is easy, remembering every piece of math from juniorhigh through HS is the hard part. This is where I find Larson provides good reference when I need something explained quickly for the more mechanical parts. As another poster put it, different strokes for different folks. Check the books out at a local library (university library have stockpiles of the older books) before you purchase to make the best purchase. 



#12
Nov211, 12:58 AM

PF Gold
P: 638





#13
Nov211, 12:59 AM

P: 1,035

What does the original poster feel is "too easy" and "unlike my test questions"? Perhaps he can show us an example of both the typical test question and an overtly simplistic problem.
Personally, I used Stewart with Spivak. Stewart has a really great problem set. There are about 100 per section, and they range in difficulty from easy, moderate, difficult, very difficult, and a few annoyingly tedious tossed in for good measure. Spivak's book is hard. Much of it will be completely unlike your course, unless you are using Spivak's book. The problems in his book are either insanely easy, or very difficult. There is virtually no in between, and much of it requires further external resources to learn the tools to solve. I finished all the problems in the first 2 sections (the part that hasn't even got to calculus yet), and a good portion of the formal chapter 34 problems, but I could honestly only do a hand full of the total problems and most were completely unlike the "typical" single variable calculus questions that most people see and are prescribed. If you like, I'll scan a few problems from Spivak's in whatever section you are in and you can see first hand what I mean. 



#14
Nov211, 03:10 AM

P: 367

I like calculus made easy




#15
Nov211, 03:38 AM

P: 333

I like Kline's book for intuition and Spivak's book for rigor




#16
Nov311, 03:38 AM

P: 367

I disagree with quark charmer that Spivaks problems require anything outside of the book to solve. Over a summer I solved about 70% of the problems in chapters 124 of Spivak Calculus (I randomly chose problems and tried to solve them I didn't try to solve all of them and only get 70%). I agree the problems were hard. On average I took about 2 hours per problem. Some I could not do even after 810 hours of work (I then looked in the solutions manual). I think it was worth it though. I learned a huge amount about how to do analysis which gave me a strong base in more advanced courses.




#17
Dec411, 12:35 AM

P: 25

How many months do u guys usually take to solve a calculus text like stewart/spivak/apostol? Im yet to start.. Need approximation..




#18
Dec411, 12:39 AM

P: 25

And forgot one thing.. Do we get solution book for Tom.M.Apostol textbook for calculus?



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