Math 30 Days Wonder


Book Description

For MBA(CAT/MAT), CDS, NIFT,SSC,HOTEL, Management GRE, GMAT,IAS(GS) Campus Recruitment Test and to over come MATHS PHOBIA.




Numerical Ability: 18 Days Wonder


Book Description

A thoroughly revised text, Numerical Ability 18 Days Wonder has its foundation in a day to day approach to tackle various concepts. Lucid language which is coupled with detailing of concepts makes this book easy to follow for aspirants of all major examinations.




Maths 30 Days Wonder


Book Description

This is the third edition of Maths 30 Days Wonder. Quantitative Aptitude has been an important part of every entrance examination. Therefore, we felt that it was necessary to explain, otherwise thought as difficult, topics in a simple and lucid manner.




1089 and All that


Book Description

This excellent book, written by the established author David Acheson, makes mathematics accessible to everyone. Providing an entertaining and witty overview of the subject, the text includes several fascinating puzzles, and is accompanied by numerous illustrations and sketches by world famouscartoonists. This unusual book is one of the most readable explanations of mathematics available.




Wonders of Numbers


Book Description

Who were the five strangest mathematicians in history? What are the ten most interesting numbers? Jam-packed with thought-provoking mathematical mysteries, puzzles, and games, Wonders of Numbers will enchant even the most left-brained of readers. Hosted by the quirky Dr. Googol--who resides on a remote island and occasionally collaborates with Clifford Pickover--Wonders of Numbers focuses on creativity and the delight of discovery. Here is a potpourri of common and unusual number theory problems of varying difficulty--each presented in brief chapters that convey to readers the essence of the problem rather than its extraneous history. Peppered throughout with illustrations that clarify the problems, Wonders of Numbers also includes fascinating "math gossip." How would we use numbers to communicate with aliens? Check out Chapter 30. Did you know that there is a Numerical Obsessive-Compulsive Disorder? You'll find it in Chapter 45. From the beautiful formula of India's most famous mathematician to the Leviathan number so big it makes a trillion look small, Dr. Googol's witty and straightforward approach to numbers will entice students, educators, and scientists alike to pick up a pencil and work a problem.




Wonders Beyond Numbers


Book Description

By introducing us to the major characters and leading us through many historical twists and turns, Johnny slowly unravels the tale of how humanity built up a knowledge and understanding of shapes, numbers and patterns from ancient times, a story that leads directly to the technological wonderland we live in today. As Galileo said, 'Everything in the universe is written in the language of mathematics', and Wonders Beyond Numbers is your guide to this language. (4ème de couverture)




Math Charmers


Book Description

Readers are invited to have fun with math in this reader-friendly volume--theideal book for adults looking for a way to turn their kids on to an importantsubject. Illustrations throughout.




Mathematical Encounters of the Second Kind


Book Description

A memoir of mathematician Philip Davis's life and encounters, some actual and some imaginary, with a number of mathematicians and historical figures. His message focuses on the idea that mathematics can bring people into contacts with each other across centuries, oceans, and cultural difference. Annotation copyrighted by Book News, Inc., Portland, OR




The Joy of X


Book Description

A delightful tour of the greatest ideas of math, showing how math intersects with philosophy, science, art, business, current events, and everyday life, by an acclaimed science communicator and regular contributor to the "New York Times."




Negative Math


Book Description

Explores controversies in the history of numbers, especially the so-called negative and ''impossible'' numbers. This book uses history, puzzles, and lively debates to demonstrate how it is possible to devise new artificial systems of mathematical rules. It contends that departures from traditional rules can even be the basis for new applications.