Best Popular Counting & Numeration
Learning math not only requires strong fundamentals but also a lot of practice, and making mistakes is part of that process. The various techniques mentioned in this book if practiced or taught to students in the correct manner will help them reducing the quantum of stupid mistakes to a minimal and will further improve their confidence. The book also includes a collection of 100 most common silly mistakes committed by students in Arithmetic , Algebra , Trigonometry , Calculus and other branches of Mathematics across the globe in the age group of 10 to 18 years. ABOUT THE AUTHOR Rajesh Sarswat is a Post Graduate in Computer Science.He has availed voluntary retirement from a senior capacity under the Government of India to pursue his passion for writing and teaching. He qualified in 13 All India Level Competitive Examinations, some of which have been reckoned as the toughest and the most gruesome, alongside his research and writing work.
Reviews
Find Best Price at Amazon"A unique book, which may help students as well as parents and teachers to learn about and eliminate the various silly mistakes made by them in Mathematics."
"very fundamental in concept formation from childhood.It is the foundation in building maths in our physical world."
"This book will teach the parents, teachers and students to tackle the " Silly Mistakes" syndrome in a very systematic manner that no other book will teach you."
"Thank you for helping my son to avoid silly mistakes in mathematics.. he is more confident now in the subject."
"nice book with lot of clarity on how to avoid mistakes in maths.. very helpful n must buy."
"It shows the mistakes I would possibly make on a test or an exam."
"Very simple and nice book helpful for children's .. everyone should try it once .."
"This is a perfect book of how you can avoid the mistakes and excel at your test."
No advanced mathematical background is needed (a smattering of algebra, geometry, and trigonometry is helpful) to follow the author's lucid and thought-provoking discussions of such topics as functions, symmetry, axiomatics, counting, topology, hyperspace, linear algebra, real analysis, probability, computers, applications of modern mathematics, and much more. Ian Stewart is Professor of Mathematics at Warwick University in England.
Reviews
Find Best Price at Amazon"My review joins the chorus of praise for Dr. Stewart's Concepts of Modern Mathematics ("Concepts"). Concepts is organized into twenty short chapters. Wielding his tools skillfully, Dr. Stewart demystifies complex numbers by recasting as modular arithmetic and makes cardinals plausible using bijections with natural numbers. The chapter includes outlines of Godels famous theorems and Dr. Stewart's opinion that "...it proves the impossibility of an arithmetical proof of the consistency of arithmetic"."
"I always felt like my high school & college math classes never gave me an appreciation for math because I could never see the whole picture. It has proofs, but they're in very digestible language needing only basic algebra, or in Stewarts sublime explanations."
"The chapters are as follows: Chapter 1- Mathematics in General: Here Stewart describes certain aspects of mathematics, and discusses their purpose and implications. Chapter 4- The Language of Sets: Throughout the rest of the book, Stewart uses the language of set theory, so he introduces that here in an easy to understand way (using some imagery like bags of items, etc). Chapter 5- What is a function? : Here Stewart addresses some of the historical problems of defining a function, and then uses the set theory from the previous chapter to define a general function, and the different types of functions. Chapter 7- Symmetry: The Group Concept: This is where we begin to see that Ian Stewart may have a bit of a bias towards abstract algebra and group theory, as that is his specialty. In this chapter Stewart discusses groups, subgroups, and isomorphisms with great passion. Chapter 8- Axiomatics: This is one of my favorite chapters, and it centers on Euclidean geometry and the importance of axiomatics. Chapter 12- Topological Invariants: Continues the discussion of topology and proves Euler's generalized formula. Chapter 13- Algebraic Topology: You can see that topology is an incredibly important tool in modern mathematics. Chapter 16- Real Analysis: A light treatment of infinite series, limits, completeness, continuity, and proving analytical theorems. Chapter 19- Applications of Modern Mathematics: A very interesting read about optimization and catastrophe theory."
"His texts are accessible but deep enough to give the reader an educated interest in various fields of mathematics."
BE A HUMAN CALCULATOR Can you find the cube root of a number like 46656 in less than 5 seconds? A useful book for School students across the globe ( Grade VI to Grade XII) and a must-have for students appearing for competitive exams like GMAT, GRE, CSAT and examinations like SSC, UPSC, MBA, MCA, etc. Rajesh Sarswat has recently retired voluntarily from a senior capacity under the Government of India to pursue his passion for writing and teaching. He qualified in 13 All India Level Competitive Examinations, some of which have been reckoned as the toughest and the most gruesome, alongside his research and writing work. Rajesh lives in Ghaziabad, Uttar Pradesh, India with his wife and son. Apart from writing on mathematical subjects, Rajesh also writes fiction and creative non-fiction.
Reviews
Find Best Price at Amazon"A step-by-step training program for learning mental calculation."
"Excellent book."
"Lots of books have lots of tricks but when we really try them, its difficult to implement but the observations included in this book can easily be used."
"The author has done full justification to the title of the book as one can simply understand the steps taken for arriving at a solution by giving it a reading only once."
"A very good book for quick and simplified methods for great performance in maths."
"A handy and excellent book which helps you improve your numerical skills in a simplified way."
"Excellent book which helps in solving problems in the matter of seconds."
"Excellent book."
Best Popular & Elementary Arithmetic
Secrets of Mental Math will have you thinking like a math genius in no time. “A great introduction to the wonder of numbers, from two superb teachers.” —Brian Greene, author of The Elegant Universe “A magical mystery tour of mental mathematics! Michael Shermer is host of the Caltech public lecture series, a contributing editor to and monthly columnist of Scientific American , the publisher of Skeptic magazine, and the author of several science books.
Reviews
Find Best Price at Amazon"Perfect gift for the math lover!"
"Have not finished the book, but more than happy with it so far."
"This book is excellent for people who do a lot of math every day."
"Great book, a must read for anyone who is using math a lot for work/studying."
"I am very pleased with the excellent product and the effort and care taken in packing to prevent the product from being crushed and damaged."
"Enjoyed what strategies it taught."
Best Popular & Elementary Pre-Calculus
Comprehensive and evenly paced, the book provides complete coverage of the function concept, and integrates a significant amount of graphing calculator material to help students develop insight into mathematical ideas. Stewart was the author of a best-selling calculus textbook series published by Cengage Learning, including CALCULUS, CALCULUS: EARLY TRANSCENDENTALS, and CALCULUS: CONCEPTS AND CONTEXTS, as well as a series of precalculus texts.
Reviews
Find Best Price at Amazon"So this isn't exactly the current edition that the instructor specified."
"It comes with complete solutions to all problems."
"Up to this point, I still found this entry level book very useful."
"The issue is that in these examples, the intermediate steps are often left out, jumping to the answers without showing you exactly what was done. In my opinion, a textbook on math needs to show you every little step on the way to getting a correct answer, in order for the student to fully comprehend the problem without wondering " uhhh, where did THAT come from?"."
"This arrived fast."
"how much can you love math... ha ha."