Schaum's Outlines tend to range from being textbook-like (which this one is) to basically problems repositories. The textbook-like outlines will give an overview of each topic in the chapter sections, and then worked out examples, and then problems. So it is organized much like the textbooks are. The advantage that you get is that the explanatory material is not as long, more concise, and generally better than you get in the textbooks. And, all of the problems have answers, unlike the textbook in which you will only get an answer key for some of the problems.
This book covers all of the material in the first year of calculus, which in most schools is split between Calculus 1 and Calculus 2, and covers some of the material from Multivariable Calculus (usually called Calculus 3). Meaning it will cover derivatives and integrals and their applications, then it gets into partial derivatives and double and triple integrals. I had a great teacher for Calculus 1, a good teacher for Calculus 2, and an average teacher for Calculus 3, so I did not rely on this as much in Calc 1 as I did in the other classes. This definitely helped me figure out how to do the disk and washer methods of integration which neither my textbook nor my Calc 2 teacher (who just lectured from the textbook) explained well. It has over 1000 fully worked-out problems which are way more than any textbook will give you. So, if you are struggling in Calculus and are looking for resources to help you, this is a good one, depending on what your learning syle is.
This book covers all of the material in the first year of calculus, which in most schools is split between Calculus 1 and Calculus 2, and covers some of the material from Multivariable Calculus (usually called Calculus 3). Meaning it will cover derivatives and integrals and their applications, then it gets into partial derivatives and double and triple integrals. I had a great teacher for Calculus 1, a good teacher for Calculus 2, and an average teacher for Calculus 3, so I did not rely on this as much in Calc 1 as I did in the other classes. This definitely helped me figure out how to do the disk and washer methods of integration which neither my textbook nor my Calc 2 teacher (who just lectured from the textbook) explained well. It has over 1000 fully worked-out problems which are way more than any textbook will give you. So, if you are struggling in Calculus and are looking for resources to help you, this is a good one, depending on what your learning syle is.
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