|Publisher:||S. Chand Publisher|
|No. of Pages:||736|
About The Book
If you've got competitive examinations around the corner, this is the book for you. Quantitative Aptitude for Competitive Examinations by R. S. Aggarwal explains the fundamentals of quantitative aptitude with simple chapters, a multitude of examples and quick exercises. It is one of the best-selling reference guides that will help you get your elementary mathematics right.
Not only will this book prepare you for any quantitative aptitude section of a competitive exam, but it's great for job placement tests as well. The book is divided into two sections, arithmetic ability and data interpretation. The first section delves into numbers, decimal fractions, cube roots, permutations and combinations, H.C.F and L.C.M, probability, surds and indices and more; while the second section details data tabulation, including pie charts and graphs.
Quantitative Aptitude For Competitive Examinations is on the reference book list for most coaching institutes. Unlike most other books, the book covers a wide range of topics without complicating them. Often considered the holy grail for mathematicians, the book is sure to prepare you effectively for competitive examinations. The seventeenth edition of the book, published in 2013 is available in paperback.
About the Author: R. S. Aggarwal is a seasoned author of competitive examination books, who was born in Delhi, in the year 1946. He is an alumnus of Kirori Mal College. He was a lecturer in Nanak Chand Anglo Sanskrit (NAS) College, Meerut, until he received a fellowship to pursue his Ph. D. in Delhi University. On completing his doctorate, he became a reader in NAS College and moved to MMH College in Ghaziabad. The author of 75 books has been voluntarily retired since 2003.
|Title:||Quantitative Aptitude||Publisher:||S. Chand Publisher|
|Author:||R S Aggarwal|
|No. of Pages:||736|
Cannot say anything more than fine because thought the book consists lot of problems they are too easy and same problem is repeating again and again. My sister brought this book for competitive examinations but did not find this helpful as if you go through any particular chapter, you will find say, 10 varieties of problems in the 1st 10 problems and if you proceed further you will find that same pattern is coming all along with you. Finally your knowledge increases up to a very little extent after you complete a chapter. Would expect more varieties of problem on next edition.
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