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R**T
A good presentation of a not so easy subject
Do a series of numbers converge or diverge? That is, does the series you are looking at go on forever, or end in some number? How do sequences and sets relate to each other? Is there a set that contains infinite sequences? From the expansion of elementary functions, to the power series, this book makes your journey into this area of mathematics understandable, even enjoyable. If you are a MathPhile, or want to be, this book is highly recommended.
T**.
Four Stars
good basics
Y**X
Not suitable for people who want to learn from scratch
Learning infinite sequences from this book is not recommended for beginners like me. I suggest reading Calculus by John Stewart where evaluation of limits is demonstrated. Stewart proceeds along with different types of tests compared to this book.This one is more "formula oriented"Regards,Yasir[...]
E**A
Page problem
The original book -which ı have as a pdf- has about 700 pages but the book ı recived has only about 200 pages ı am very disappointed
B**N
Nicely written; suitable for sr undergrads
Nicely written; suitable for sr undergrads. The production was a bit sloppy - the text runs right into the binding (i.e. almost no margins) so that the end of each line is unreadable.
O**N
Vert easy to read.
Nottingham.
D**N
good reference
Most known series are there
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