Easy Arithmetics
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About this ebook
Vedic mathematics is the easy way to find out the solutions of arithmetical problems.For finding our the squares and the cubes of a number, formula are available. Also multiplication of three numbers or two numbers with 12 or more digits are possible mentally by use of these methods. The book contains several illustrated examples for each sutras or rules of multiplication or division.
Dilip Kr. Bandyopadhyay
Retired from service since last 20 years. Writes in Bengali mostly in rhyming poems. Interested in travel. Happily married.
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Easy Arithmetics - Dilip Kr. Bandyopadhyay
Easy Arithmetic
By
Dilip Kr. Bandyopadhyay
Published by Dilip Kr. Bandyopadhyay
Smashwords Edition
Copyright Dilip Kr Bandyopadhyay
November 2013
License Notes: This e-Book is licensed for your personal enjoyment only. This e-Book may not be re-sold or given away to other people. If you would like to share this e-Book with another person, please purchase an additional copy for each person you share it with. If you’re reading this book and did not purchase it, or it was not purchased for your use only, then you should return to Smashwords.com and purchase your own copy. Thank you for respecting the hard works of the writer.
ISBN 9781310316388
Price: $ 1.99
Introduction
It was found amongst the students that use of calculator made them to shy away from doing sums by use of their mental calculations. Tables are rarely learnt, thus they are at a loss when simple calculations of multiplications or divisions were given to them. And when the number of digits is increased, they just scratch their head.
Old procedures of calculations, better known as Vedic Mathematics are there to help them out.
I just try to give them a few tricks from Vedic Mathematics to do their sums with ease. Hope it will be useful to them and will be appreciated.
My earlier book in Bengali is now also modified. This book is written for English reading people.
I can be contacted at Dilip.k@aol.com for any query on this book.
Dilip Kumar Bandyopadhyay
(Spicydilip)
Chapter 1: Seed number or Digital root
Chapter 1.1:- What is a seed number
Every number expressed has a seed number of single digit. This is obtained by adding all of the digits used to write the number. As an example, seed number of 3756 is 3 + 7 + 5 + 6 = 21 = 2 +1 =3: and seed number of 4509238 is 4+5+0+9+2+3+8= 31=3+1=4. Please note that the seed number is always expressed in single digit.
The seed number can also be found out, when the main number is divided by 9 and the remainder is obtained.. For example seed number of 71 is 7+1=8 and 71 when divided by 9 give a remainder of 8.
The digital root can also be found out by deleting any 9 coming during the addition of the