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Vedic mathematics is a system of mathematics consisting of 16 sutras or aphorisms obtained from ancient Hindu scriptures called the Vedas. It was presented in the early 20th century by Bharati Krishna Tirthaji Maharaja, an Indian scholar. The sutras provide concise formulae for solving problems through unique techniques like vertically-and-crosswise calculations without needing multiplication tables beyond 5x5. Some examples include techniques for squaring numbers and multiplying multi-digit numbers mentally through a carry-over method. Vedic mathematics was applied in areas like astronomy, astrology and constructing calendars.
Vedic mathematics is a system of mental calculation techniques discovered in ancient Hindu texts between 1911-1918 by Sri Bharti Krishna Tirath. It is based on 16 sutras or word formulas that allow complex mathematical problems to be solved very quickly in the mind. Some examples of the sutras include vertically-crosswise multiplication and the use of complementary numbers. Vedic math was developed as a more efficient system than modern mathematics and helps improve concentration and problem solving abilities.
The document discusses different methods for multiplication and their associated delays. It introduces the concept of Vedic mathematics as an ancient methodology for calculations based on 16 formulas. It then describes the Urdhva Tiryakbhyam multiplier technique, which reduces complexity, memory usage, and propagation delay for multiplication by calculating partial products in parallel rather than sequentially. This technique can be implemented in hardware to create an efficient complex multiplier with improved speed and lower power consumption compared to other architectures.
Vedic mathematics is a unique system of mental calculations based on 16 sutras or formulas derived from Vedic texts. It allows calculations like multiplication, division, square roots, and more to be done very quickly in the head. Some key sutras include Ekadhikena Purvena for squaring numbers ending in 5, Nikhilam Navatashcaramam Dashatah for multiplying numbers near multiples of 10, and Urdhva Tiryagbhyam for general multiplication using a vertical and diagonal approach. Vedic maths aims to reduce the usual effort and time of calculations through ingenious principles like proportionality, symmetry, and approximation.
Ashok and Karan cross together in 2 minutes.
Karan returns alone in 2 minutes.
Hakim and Ramesh cross together in 10 minutes.
Ashok returns alone in 1 minute.
Ashok and Karan cross together again in 2 minutes.
Total time taken is 2 + 2 + 10 + 1 + 2 = 17 minutes.
Abacus, vedic mathematics introduction and proposal for schoolsRAJNI1986
Gnext India provides advanced brain and skills development programs for children ages 5 and above. It offers abacus, Vedic mathematics, calligraphy, and handwriting skills programs. Gnext aims to introduce well-researched, quality programs to help develop students' skills. It has offices in the US and India and works with schools internationally to provide its programs.
This document proposes a multiply-accumulate (MAC) unit architecture using a multiplier based on the Vedic mathematics sutra of Urdhva Tiryagbhyam. It describes how the sutra can be used to simplify binary multiplications by breaking them into smaller 2x2 multiplications that can be performed in parallel. The proposed Vedic mathematics based MAC unit is shown to be highly efficient in terms of speed due to its regular and parallel structure.
Vedic mathematics is a system of mathematics consisting of 16 sutras or aphorisms obtained from ancient Hindu scriptures called the Vedas. It was presented in the early 20th century by Bharati Krishna Tirthaji Maharaja, an Indian scholar. The sutras provide concise formulae for solving problems through unique techniques like vertically-and-crosswise calculations without needing multiplication tables beyond 5x5. Some examples include techniques for squaring numbers and multiplying multi-digit numbers mentally through a carry-over method. Vedic mathematics was applied in areas like astronomy, astrology and constructing calendars.
Vedic mathematics is a system of mental calculation techniques discovered in ancient Hindu texts between 1911-1918 by Sri Bharti Krishna Tirath. It is based on 16 sutras or word formulas that allow complex mathematical problems to be solved very quickly in the mind. Some examples of the sutras include vertically-crosswise multiplication and the use of complementary numbers. Vedic math was developed as a more efficient system than modern mathematics and helps improve concentration and problem solving abilities.
The document discusses different methods for multiplication and their associated delays. It introduces the concept of Vedic mathematics as an ancient methodology for calculations based on 16 formulas. It then describes the Urdhva Tiryakbhyam multiplier technique, which reduces complexity, memory usage, and propagation delay for multiplication by calculating partial products in parallel rather than sequentially. This technique can be implemented in hardware to create an efficient complex multiplier with improved speed and lower power consumption compared to other architectures.
Vedic mathematics is a unique system of mental calculations based on 16 sutras or formulas derived from Vedic texts. It allows calculations like multiplication, division, square roots, and more to be done very quickly in the head. Some key sutras include Ekadhikena Purvena for squaring numbers ending in 5, Nikhilam Navatashcaramam Dashatah for multiplying numbers near multiples of 10, and Urdhva Tiryagbhyam for general multiplication using a vertical and diagonal approach. Vedic maths aims to reduce the usual effort and time of calculations through ingenious principles like proportionality, symmetry, and approximation.
Ashok and Karan cross together in 2 minutes.
Karan returns alone in 2 minutes.
Hakim and Ramesh cross together in 10 minutes.
Ashok returns alone in 1 minute.
Ashok and Karan cross together again in 2 minutes.
Total time taken is 2 + 2 + 10 + 1 + 2 = 17 minutes.
Abacus, vedic mathematics introduction and proposal for schoolsRAJNI1986
Gnext India provides advanced brain and skills development programs for children ages 5 and above. It offers abacus, Vedic mathematics, calligraphy, and handwriting skills programs. Gnext aims to introduce well-researched, quality programs to help develop students' skills. It has offices in the US and India and works with schools internationally to provide its programs.
This document proposes a multiply-accumulate (MAC) unit architecture using a multiplier based on the Vedic mathematics sutra of Urdhva Tiryagbhyam. It describes how the sutra can be used to simplify binary multiplications by breaking them into smaller 2x2 multiplications that can be performed in parallel. The proposed Vedic mathematics based MAC unit is shown to be highly efficient in terms of speed due to its regular and parallel structure.
ENLIGHTEN FOUNDATION’S
SENSATIONAL & UNBELIEVABLE NEWS IN INIDA -
Miracle change in your life to Become Genius & Rich
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Town Franchise : Rs. 30,000/-
Dist Franchise : Rs. 50,000/-
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email: enlighten_foundation@yahoo.com
mobile: +91-9959910111 / 9885129101 / 0870-3266111
Rush for registrations… 24*7 Service at Warangal (AP)
Address:
Genius Abacus & Vedic Maths
(A wing of the Enlighten Foundation)
H.No:4-8-47, II Floor, Near Congress Bhavan, Hanamkonda,
Warangal (AP) - India
UCMAS is an international organization that provides abacus and mental arithmetic training to children ages 4-12 in India and around the world. It aims to develop children's intellect through improved concentration, imagination, memory, and reasoning skills. The program uses an ancient Chinese tool called an abacus to represent numbers visually and perform calculations, which stimulates both the left and right brains to promote whole brain development. UCMAS has over 4,000 franchise centers across India and other countries that have trained over 400,000 children since 1999.
This document describes an Indian Abacus program that teaches calculation skills to children through different levels of books and materials. It outlines the brain skills developed at each level, including concentration, visualization, listening skills, memory, accuracy and speed. Overall, the program is said to help children perform well across subjects by building important cognitive abilities like imagination, creativity and confidence through arithmetic training with abacus.
The abacus is one of the earliest counting devices, believed to have originated in Central Asia. It spread from there to Europe and East Asia between the 12th-13th centuries. An abacus uses a wooden or plastic frame with sliding beads to teach place value and perform calculations through visualization. Using an abacus can improve math skills, concentration, memory, observation skills and mental calculation speed through dual-brain engagement. It remains used as a learning tool in some primary schools.
Este documento contiene las preguntas y respuestas de un examen de matemáticas con 40 preguntas sobre diversos temas como álgebra lineal, geometría, trigonometría y probabilidad. Cada pregunta presenta un problema matemático con varias opciones de respuesta, de las cuales se debe seleccionar la correcta.
Vedic mathematics sixteen simple mathematical formulae from the vedas - v s...José Soto Pérez
The document provides background information on Vedic Mathematics, a book written by Jagadguru Swami Sri Bharati Krishna Tirtha Maharaja. It discusses how the book presents 16 mathematical formulae derived from the Vedas. It includes praise for the author and the intuitive way he derived the formulae through years of mental endeavor. The book aims to simplify complex mathematical problems through these formulae. The document provides context on the author and praise from others on the simplicity and power of the Vedic Mathematics approach.
A Vedic Maths is the name given to the ancient system of Indian Mathematics which was rediscovered from the Vedas/sutras between 1911 and 1918 by Sri Bharati Krisna Tirthaji (1884-1960).
According to his research, maths is based on 16 SUTRAS or word-formulae. These formulae describe the way the mind works naturally and are therefore a great help in directing the students to the appropriate solution. This unifying quality is very satisfying,; it makes maths easy, enjoyable and encourages innovation.
This document discusses the history and development of Vedic mathematics by Jagadguru Swami Sri Bharati Krishna Tirthaji. It explains that Tirthaji rediscovered a system of unique mental calculation techniques from the Vedic texts between 1911-1918. This system, called Vedic mathematics, is based on 16 sutras or formulae that can be used to solve any type of mathematical problem quickly in the head. The techniques were popularized in the late 1960s when a book on the system reached London, renewing global interest in Vedic math.
This document is an introduction to Gordon Rockmaker's book "101 Short Cuts in Math Anyone Can Do". It explains that short cuts are tricks that can save time and effort in calculations by cutting through unnecessary steps. The introduction also defines important mathematical terms like digits, integers, and place value positions for numbers. It aims to prepare the reader to understand and apply the short cuts presented in the book.
The document provides information on Vedic maths including its 16 sutras and why they are simpler than conventional math techniques. It then demonstrates how to perform addition, subtraction, multiplication and division using Vedic math techniques with examples for each operation. It also covers topics like finding square roots, the duplex method, finding equations of lines from points, and solving simultaneous equations.
Vedic Mathematics is the world’s fastest calculating system. It is 10 to 15 times faster than conventional system. Vedic Mathematics is a unique technique of calculations based on simple rules and principles with which any mathematical problem can be solved.
Learn Vedic Mathematics online, get Professional Certificate.
Vedic mathematics is a system of mental calculation that was rediscovered in the early 20th century from ancient Hindu texts. It consists of 16 sutras or word formulas that can be used to greatly speed up calculations. Vedic math encourages flexibility, creativity, and developing intuition. Some key benefits include faster calculations, improved academic performance, and sharpening mental abilities like concentration and memory.
Many students find fraction addition difficult. The main reason being, they are taught the rules but are not made to understand why it is done so. This PPT might help in understanding WHY we need to equalise the denominator while adding fractions, or WHY is a numerator called NUMERATOR and not some other name, and so on.
Beyond Degrees - Empowering the Workforce in the Context of Skills-First.pptxEduSkills OECD
Iván Bornacelly, Policy Analyst at the OECD Centre for Skills, OECD, presents at the webinar 'Tackling job market gaps with a skills-first approach' on 12 June 2024
ENLIGHTEN FOUNDATION’S
SENSATIONAL & UNBELIEVABLE NEWS IN INIDA -
Miracle change in your life to Become Genius & Rich
Z E R O - I N V E S T M E N T
Earn money Rs.10k to 50k Per Month
GENIUS ABACUS & VEDIC MATHS
TEACHERS TRAINING + FRANCHISE + PLACEMENT (free)
G E N I U S A B A C U S
Centre Fra:Rs.15,000/- (Tra + Fra + Pla + 30 Kits)
Town Fra:Rs. 30,000/- (Tra + Fra + Pla + 60 Kits)
Dist Fra:Rs. 50,000/- (Tra + Fra + Pla + 100 Kits)
*State Fra:Rs.1,00,000/- (Tra + Fra + Pla + 100 Kits)
Tra=Training; Fra=Franchise; Pla=Placement
G E N I U S V E D I C M A T H S
Centre Franchise : Rs.15,000/-
Town Franchise : Rs. 30,000/-
Dist Franchise : Rs. 50,000/-
*State Franchise : Rs.1,00,000/-
www.geniusvedicmaths.com
email: enlighten_foundation@yahoo.com
mobile: +91-9959910111 / 9885129101 / 0870-3266111
Rush for registrations… 24*7 Service at Warangal (AP)
Address:
Genius Abacus & Vedic Maths
(A wing of the Enlighten Foundation)
H.No:4-8-47, II Floor, Near Congress Bhavan, Hanamkonda,
Warangal (AP) - India
UCMAS is an international organization that provides abacus and mental arithmetic training to children ages 4-12 in India and around the world. It aims to develop children's intellect through improved concentration, imagination, memory, and reasoning skills. The program uses an ancient Chinese tool called an abacus to represent numbers visually and perform calculations, which stimulates both the left and right brains to promote whole brain development. UCMAS has over 4,000 franchise centers across India and other countries that have trained over 400,000 children since 1999.
This document describes an Indian Abacus program that teaches calculation skills to children through different levels of books and materials. It outlines the brain skills developed at each level, including concentration, visualization, listening skills, memory, accuracy and speed. Overall, the program is said to help children perform well across subjects by building important cognitive abilities like imagination, creativity and confidence through arithmetic training with abacus.
The abacus is one of the earliest counting devices, believed to have originated in Central Asia. It spread from there to Europe and East Asia between the 12th-13th centuries. An abacus uses a wooden or plastic frame with sliding beads to teach place value and perform calculations through visualization. Using an abacus can improve math skills, concentration, memory, observation skills and mental calculation speed through dual-brain engagement. It remains used as a learning tool in some primary schools.
Este documento contiene las preguntas y respuestas de un examen de matemáticas con 40 preguntas sobre diversos temas como álgebra lineal, geometría, trigonometría y probabilidad. Cada pregunta presenta un problema matemático con varias opciones de respuesta, de las cuales se debe seleccionar la correcta.
Vedic mathematics sixteen simple mathematical formulae from the vedas - v s...José Soto Pérez
The document provides background information on Vedic Mathematics, a book written by Jagadguru Swami Sri Bharati Krishna Tirtha Maharaja. It discusses how the book presents 16 mathematical formulae derived from the Vedas. It includes praise for the author and the intuitive way he derived the formulae through years of mental endeavor. The book aims to simplify complex mathematical problems through these formulae. The document provides context on the author and praise from others on the simplicity and power of the Vedic Mathematics approach.
A Vedic Maths is the name given to the ancient system of Indian Mathematics which was rediscovered from the Vedas/sutras between 1911 and 1918 by Sri Bharati Krisna Tirthaji (1884-1960).
According to his research, maths is based on 16 SUTRAS or word-formulae. These formulae describe the way the mind works naturally and are therefore a great help in directing the students to the appropriate solution. This unifying quality is very satisfying,; it makes maths easy, enjoyable and encourages innovation.
This document discusses the history and development of Vedic mathematics by Jagadguru Swami Sri Bharati Krishna Tirthaji. It explains that Tirthaji rediscovered a system of unique mental calculation techniques from the Vedic texts between 1911-1918. This system, called Vedic mathematics, is based on 16 sutras or formulae that can be used to solve any type of mathematical problem quickly in the head. The techniques were popularized in the late 1960s when a book on the system reached London, renewing global interest in Vedic math.
This document is an introduction to Gordon Rockmaker's book "101 Short Cuts in Math Anyone Can Do". It explains that short cuts are tricks that can save time and effort in calculations by cutting through unnecessary steps. The introduction also defines important mathematical terms like digits, integers, and place value positions for numbers. It aims to prepare the reader to understand and apply the short cuts presented in the book.
The document provides information on Vedic maths including its 16 sutras and why they are simpler than conventional math techniques. It then demonstrates how to perform addition, subtraction, multiplication and division using Vedic math techniques with examples for each operation. It also covers topics like finding square roots, the duplex method, finding equations of lines from points, and solving simultaneous equations.
Vedic Mathematics is the world’s fastest calculating system. It is 10 to 15 times faster than conventional system. Vedic Mathematics is a unique technique of calculations based on simple rules and principles with which any mathematical problem can be solved.
Learn Vedic Mathematics online, get Professional Certificate.
Vedic mathematics is a system of mental calculation that was rediscovered in the early 20th century from ancient Hindu texts. It consists of 16 sutras or word formulas that can be used to greatly speed up calculations. Vedic math encourages flexibility, creativity, and developing intuition. Some key benefits include faster calculations, improved academic performance, and sharpening mental abilities like concentration and memory.
Many students find fraction addition difficult. The main reason being, they are taught the rules but are not made to understand why it is done so. This PPT might help in understanding WHY we need to equalise the denominator while adding fractions, or WHY is a numerator called NUMERATOR and not some other name, and so on.
Beyond Degrees - Empowering the Workforce in the Context of Skills-First.pptxEduSkills OECD
Iván Bornacelly, Policy Analyst at the OECD Centre for Skills, OECD, presents at the webinar 'Tackling job market gaps with a skills-first approach' on 12 June 2024
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This presentation was provided by Rebecca Benner, Ph.D., of the American Society of Anesthesiologists, for the second session of NISO's 2024 Training Series "DEIA in the Scholarly Landscape." Session Two: 'Expanding Pathways to Publishing Careers,' was held June 13, 2024.
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Genius Vedic Maths Tutorials or Lessons
1. …for young mathematicians
Ved i c M a t h s
The Miracle of Mental Calculations
…for young mathematicians
Can you multiply mentally in less than
5 seconds without pen and paper
999999999 x 564524368 ?
And how much time does it take you to
Find the Cube
root of
3463512697 ?
The multiplication answer is
564524367435475632
(Home Calculator doesn’t show this answer)
www.geniusvedicmaths.com
2. The Cube root answer is
1513
Average students may do the above problems in
2 - 5 minutes, but Genius Students will solve these
problems within 5 -10 seconds.
By current method By Vedic Mental
One line Method
999999999 999999999
x564524368 x564524368
-------------------------- ---------------------------
7999999992 564524367435475632
59999999940 ---------------------------
299999999700
3999999996000
19999999980000
499999999500000
3999999996000000
59999999940000000
499999999500000000
----------------------------
564524367435475632
----------------------------
www.geniusvedicmaths.com
3. Learn these skills at Genius Vedic Maths
(A wing of the Enlighten Foundation)
* Introduction to Vedic Maths
* Vedic Maths Formulae
* High Speed Addition
* Super Fast Subtraction
* Genius Mental Multiplication Techniques
* Miracle Multiplication
* Lightning Square
* Easy Square Root
* Rapid Cube
* Quick Cube Root
* Excellent Division
* High Speed & Good Hand Writing
* Math Miracle Meditation & Yoga (M3 Y- method)
What topics in Math will the Mega Genius Workshop cover?
This Mega Workshop will cover an array of topics in the
21 hours spread over 7 days ( 3 hours each day)
At the end of the workshop you will able to multiply any
digit number into any digit number mentally and upto 15-20
times faster than the normal method.
You will gain much more curiosity and confident with
numbers. Not only you are faster but also accurate at Math.
www.geniusvedicmaths.com
4. The best part of the class would be Squares ending with 5.
You will be able to say answers mentally in 2 seconds each.
This means you would be computing 30-40 difficult problems
in a minute. How miracle is that?
* High Speed Addition
You will be taught Addition of ten ten-digit numbers.
Time to solve the tasks in 10 minutes. Ten tasks of the
following type will be practiced at Mega Training Camp.
All the numbers will be randomly selected and will contain
ten digits. The solution will be the sum of the ten numbers.
+5687643287
+2746452625
+5964321768
+8127654309
+2876509876
+3761298747
+2764366709
+1654678987
+2787665678
+3876298378
------------------------
40246890364
------------------------
www.geniusvedicmaths.com
5. * SUPER FAST SUBTRACTION
When subtracting from a large power of ten with many columns of zeros,
it is not necessary write the notation for "borrowing" from the column on the
left.
100000000
- 23456789
--------------------
76543211
--------------------
Using Vedic method all from nine and the last from ten, we get the
answer within2 or 3 seconds. How genius is that?
Miracle Multiplication
Two digit numbers to Eight digit numbers multiplication RANDOMLY.
BY CURRENT METHOD By Vedic Mental
One line Method
23456789 23456789
x 34567892 x 34567892
----------------------------------- ----------------------------------
46913578 810851748818788
2111111010 ----------------------------------
18765431200
164197523000
1407407340000
11728394500000
93827156000000
703703670000000
-----------------------------------
810851748818788
-----------------------------------
www.geniusvedicmaths.com
6. Multiplying a long number by a shorter number
BY CURRENT METHOD By Vedic Mental
One line Method
789 789
x 34 x034
----------- -------------
3156 26826
2367 -------------
-----------
26826
-----------
Regarding multiplication of a number by a shorter number in vedic method,
zeros are supplemented to make the number of digits same and then multiply
COMBINED OPERATIONS
Sum of products
Vedic’s Miracle Multiplication is useful and is found to be easy for combined
operations such as Sum of Products or a Series of Products.
Let us take a sum of three products of numbers of two digits
(32 x 54) + (62 x 38) + (25 x 64)
By Current Method By Vedic Mental
One line Method
32 62 25 32 62 25
x 54 x38 x64 + +
-------- --------- --------- 54 38 64
128 496 100 ------------------------------------
160 186 150 56 8 4
--------- --------- --------- 11 4
1728 2356 1600 ------------------------------------
--------- --------- --------- 5 6 8 4
------------------------------------
1728+2356 +1600=5684 www.geniusvedicmaths.com
7. The same principle holds good to sum of the products of any number of digits.
LIGHTNING SQUARE
(999992)2
By Current Method By Vedic Mental
One line Method
999992 Number = 999992
x 999992 Base = 1000000
-------------------------------- Deficiency = - 8
1999984 First part = (-8)2 = 64
89999280 Second part = 999992-8=999984
899992800 Answer : 999984000064
8999928000
89999280000
899992800000
---------------------------------
999984000064
---------------------------------
G E N I U S D U P L E X M E T H O D (gdm)
(2 3 4 5 4 3 2 3 4 )2
234543234
x 234543234
--------------------------------------------
938172936
7036297020
46908646800
703629702000
9381729360000
117271617000000
938172936000000
7036297020000000
46908646800000000
---------------------------------------------
55010528615178756
---------------------------------------------
www.geniusvedicmaths.com
9. RAPID CUBE
(10000011)3
Current Method
10000011
x 10000011
--------------
10000011
10000011
00000000
00000000
00000000
00000000
00000000
10000011
------------------------
100000220000121
x 10000011
------------------------
100000220000121
100000220000121
000000000000000
000000000000000
000000000000000
000000000000000
000000000000000
100000220000121
----------------------------------
1000003300003630001331
----------------------------------
Vedic Method by one step
(10000011)3 = Base is 10000000
10000033/0000363/0001331
Provision for the last and middle terms is 7 digits.
(11)3 = 1331
www.geniusvedicmaths.com
10. 4th POWER
(24) 4
Current Method Vedic Method by one step
24 16 32 64 128 256
x 24 96 320 384
---- ------------------------------------
96 33 1 7 7 6
48 ------------------------------------
--------
576
x24
---------
2304
1152
----------
13824
x24
----------
55296
27648
-------------
331776
-------------
www.geniusvedicmaths.com
15. AMAGING CALENDAR (10,000 YEAR)
FROM MEMORY
Codes
(Year,month,day)
1600 1700 1800 1900 2000 2100 2200 2300
6 4 2 0 6 4 2 0
*Jan *Feb Mar Apr May Jun July Aug Sep Oct Nov Dec
1/0 4/3 4 0 2 5 0 3 6 1 4 6
Sun Mon Tues Wed Thu Fri Sat
1 2 3 4 5 6 0
Year ÷ 4 = 0 *Leap Year; Century Year ÷ 400 = 0 *Leap Year
Genius formulae: (D + M + Y + (Y/4) mod 7.
D is the date itself, M is the code number for the month, Y is the last two digits
of the year, (Y / 4) is the year divided by 4 with NO remainder. (Total) mod 7,
the remainder is the day.
For example: 15-08-1947 (India’s independence day)
15 + 3 + 47 + 11 = 76 mod 7 = 6 Remainder Fri day
www.geniusvedicmaths.com
16. High Speed and Good Hand Writing
(Speed & Accuracy)
Discover how handwriting analysis can unlock secrets
about yourself and others, change your life, and start
bright career!
The ability to write legibly and with appropriate speed and accuracy is a
complex process of managing written language by coordinating the eyes,
arms, hands, pencil grip, letter formation, and body posture. The
development of a child's handwriting skills provides invaluable insight into
deeper develop mental problems that could hinder, among other things, a
child's learning because teachers depend on written work to measure how
well a child is learning.
The GENIUS student has to do…..
The student has to write 1-100 numbers within one minute.
The student has to read the numbers upto 50 in one breath
The student has to read number from 100-1 descending order very fast
We teach healthy handwriting to students and school teachers
The course provides you :
1. Motivation and guidance
2. Suitable style of handwriting
3. Develop confidence
4. Make a positive impression
5. Speed and accuracy
Contact for more details….
www.geniusvedicmaths.com
email:enlighten_foundation@yahoo.com
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17. Math Miracle Meditation & Yoga
(M3 Y- method)
Addition of ten ten-digit numbers
Subtracting from a large power of ten with many
columns of zeros
Two digit numbers to Thirteen digit numbers
multiplication RANDOMLY
Sum of products
Lightning Square
Easy Square Root
Rapid Cube
Quick Cube Root
Excellent Division
Amazing Calendar (10,000 Year Calendar) from
Memory
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