Wednesday, March 17, 2010

Vedic Mathematics in French.

I would like to give the Vedicmaths text in french for Non speaking English people to know about this amazing system and how it helps the children to solve the problems easily.
Here is the french text followed by english translation.
Salut ! J'ai fini la Faïence de Delft A1 et allant apparaître la Faïence de Delft A2. J'ai préparé un thème sur les mathématiques Vedique dans le français pour ma classe. Je voudrais partager avec vous tous pour savoir l'avantage de ce système et comment il va aider les enfants à marquer plus de marques dans leurs examens de Mathématiques. Ce texte aidera les gens non-anglais à savoir plus du sujet. Si vous avez des requêtes quant à ce système envoyez-moi s'il vous plaît à mon courrier id sujamirtha24may@yahoo.co.in

Les Mathématiques Védique. (Speed Maths)Les Mathématiques Védique est l'outil de recherche et une introduction à une civilisation indienne ancienne. Ce système étonnante est venue de Vedas ancienne et reconstruite par Swami Bharathi Krishna Tirthaji (1911 - 1918), à la fin de Puri Sankaracharya Govardhana.
" Comme la crête du paon, comme le joyau sur la tête deun serpent, est si les mathématiques
à la tête de toute connaissance ".
---- L'auteur.
Dans le système védique problèmes difficiles peuvent être résolus par la méthode simple ligne avec l'aide de mots simples formules. Ces méthodes de substitution et belle ne sont qu'une partie d'un système complet des mathématiques qui est beaucoup plus systématique que le système moderne. La simplicité de maths védique moyens calculs peuvent être effectués mentalement (si les méthodes peuvent être écrites en bas). Les enfants peuvent inventer leurs propres méthodes, ils ne sont pas limités à la seule méthode correcte. Cela conduit à une plus grande créativité chez les enfants. Mais la vraie beauté et l'efficacité des mathématiques védiques ne peut être pleinement appréciée sans réellement le pratiquer. Les enfants peuvent résoudre la multiplication, division, carrés, une racine carrée, Cubes, Racine cubique, Racine carrée d'équations simultanées, Solving carrés magiques, test de divisibilité, théorème de Pythagore, après avoir terminé l'atelier. Il est certain que les enfants ne sont jument nuit avant leurs examens de mathématiques et à leur tour ils auront un intérêt envers le sujet. Les tableaux sont difficiles pour certains enfants, certains étudiants par cœur lui ou certains vont ajouter et dire la réponse. Mais avec une méthode intéressante l'étudiant peut le faire après l'entraînement des Mathématiques Védique Si un enfant maîtrise en mathématiques, il peut pratiquer n'importe quel sujet depuis mathématiques ont toujours occupé la place de choix dans le patrimoine scientifique de l'Inde.
L'avantage de ce système étonnant : (1) calcul mental améliore la mémoire. Elle aiguise l'esprit et augmente l'agilité mentale et d'intelligence. (2) Il crée également la confiance en soi.
(3) Cela permet d'économiser temps et énergie. (4) Il est utilisé pour les examens concurrentiels que l'on a pour finir le papier dans le temps. (5) Il est une aubaine pour tous les enfants en particulier pour Slow-apprenants. Il mai être enseignées de façon à renforcer les pouvoirs de raisonnement de l'esprit de jeunesse. (6) Par un calcul mental devient familier avec des numéros et apprécie leurs différentes propriétés. Cela conduit à une compréhension réelle du nombre. Avec une formation adéquate, nous pouvons utiliser ces propriétés de l'esprit à notre avantage. (7) Tout enfant qui ne peut acquérir les compétences de la parole et l'écriture, s'il est placé dans un environnement avec des calculettes efficace mentale devienne une calculatrice mentale efficace.
Voyons quelques exemples en utilisant ce système d'étonnant !
Multiplication par 11: 2431 x 11 = 26471 Écrivez "zéro" à chaque extrémité du multiplicande, de droite ajouter à chaque figure devant elle.
0 2 4 3 1 0 x 11= 2 6 7 4 1 En outre si le nombre est supérieur à 9, puis ajouter le nombre excédentaire au numéro côté gauche.
7829 X 11 = 86119
0 7 8 2 9 0 x 11= 8 6 1 1 9
La division par 9: 31 ÷ 9 .
Écrivez le premier chiffre du dividende comme il est . Avec ce n °. ajouter la suite aucun des dividendes et continuer. Pas durer, c'est le reste.
* 3 1 ÷ 9 = 3 Q 4 R
* 2 1 4 ÷ 9 = 2 3 Q 7 R
* 100232 ÷ 9 = 11136 Q 8 R
Vous pouvez effacer vos doutes par rapport au sujet à mon courrier id sujamirtha24may@yahoo.co.in Blog; http://www.vedic-maths.blogspot.com/
mon téléphone non 00968 - 96568599
Merci .
R. Sujaritha.
Mascate , Sultanate d’ Oman.
Here is the english translation:
Vedicmathematics is a research tool and an introduction to an ancient Indian Civilisation. This amazing system has come from ancient Vedas and re-constructed by Swami Bharathi Krishna Tirthaji ( 1911- 1918 ), late Sankaracharya of Govardhana puri.

“ Like the crest of the peacock, like the gem on the head of
a snake, so is the mathematics at the head of all knowledge. ’’
---- The Author.

In the Vedic system difficult problems can be solved by single line method with the help of simple word-formulae. These striking and beautiful methods are just a part of a Complete system of mathematics which is far more systematic than the modern system. The Simplicity of Vedic maths means Calculations can be carried out mentally ( though the methods can be written down ). The Children can invent their own methods , they are not limited to the one correct method. This leads to more creativity in the Children.

But the real beauty and effectiveness of Vedic maths cannot be fully appreciated without actually practising it.

Children can Solve Multiplication, Division, Squares, Square root, Cubes, Cube root, Square root of Simultaneous Equations, Solving Magic squares, Divisibility test, Pythagoras theorem after completing the Workshop. It is sure that the Children will not have night mare before their Maths exams and in turn they will get an interest towards the subject. Tables are difficult for some Children, some students by-heart it or some will add and tell the Answer. But with an interesting method the Student can do it after practise of Vedic Mathematics. If a child Masters in Maths he can practise any subject Since Mathematics has always occupied the pride of place in India’s Scientific heritage.
The Advantage of this Amazing system:
( 1 ) Mental Calculations improves the memory. It Sharpens the mind and increases mental agility and intelligence.
( 2 ) It also creates Confidence in oneself.
( 3 ) This saves time and energy.
( 4 ) It is used for Competive Exams as one has to finish the paper
in time.
( 5 ) It is a boon for all the Children especially for Slow-learners .It may be taught in such a way as to strengthen the reasoning powers of the youthful minds.
( 6 ) Through mental Calculation one becomes familiar with numbers and appreciates their various properties. This leads to a real understanding of number. With proper training we can use these properties of the mind to our advantage.
( 7 ) Any Child who can acquire the skills of speech and writing, if placed in an environment with efficient mental calculators would become an efficient mental calculator.

Let us see some examples using this amazing system
Multiplication by 11 :
2431 x 11 = 26471
Write “ Zero” on each end of the multiplicand, starting from right add to each figure before it.
0 2 4 3 1 0 x 11
= 2 6 7 4 1
In addition if the number exceeds 9, then add the excess number to left side number.
7829 X 11 = 86119
0 7 8 2 9 0 x 11
= 7 5 0 1 9
= 8 6 1 1 9
Division by 9 :
* 31 ÷ 9
a. Write the first digit of the dividend as it is
b. With that no. add the next no of the dividend and go on.
c. Last no is the remainder
31 ÷ 9
= 3 Q 4 R
* 2 1 4 ÷ 9
= 2 3 Q 7 R
You can clear your doubts regarding the subject
to my mail id sujamirtha24may@yahoo.co.in
Blog; http://www.vedic-maths.blogspot.com/
Thank you.
R. Sujaritha.Muscat, Sultanate of Oman.
Cell. no: 00968-96568599

Vedic Mathematics Classes at Chennai :

    VM Classes will be conducted at Anna Nagar,Chennai and One can contact me over phone by 0091-9600142904.

R. Sujaritha.

Thank you.





Thursday, December 24, 2009

Vedic Mathematics Classes in Malaysia

Vedic Mathematics has originated from the Indian Vedas. The crowning glory of Indian mathematics was the invention of 'Zero' and the introduction of the decimal notation without which mathematics as a scientific discipline could not have made much headway. Vedic Mathematics is a new and unique system based on simple rules that enable mathematical problems of all kinds to be solved easily and efficiently. This amazing methods are based on the pioneering work of the late Bharati Krishna Tirthaji , Shankaracharya of Puri, Orissa, India. He re-constructed this method in the year 1911-1918. Experience of teaching Vedic Mathematics to children has shown that a high degree of mathematical ability can be attained from an early age because of its simplicity and ease. Many of the methods are developed further at a later stage. Mathematics is the head of all sciences and if it is taught with fun and ease One can cultivate an interest towards the subject.
I have been invited to Malaysia to conduct Series of Vedic maths Workshops from 11th Dec to 19th Dec 2009. First of all I would like to thank Mr.Jeyaraman, Mr. Marcuz and Mr. Wasudevan of MAGIC KIDZ ENRICHMENT CENTRE , Kuala Lumpur, Malaysia for organising these Classes. As We want to promote VM in Malaysia and give benefit of maths not only to Indian students who study there but also to Malaysian and Chinese students. As everyone knows that Mathematics is the Universal subject and every Child has to attain the knowledge of it. I got feed back from the students saying that this method will help them to get more marks in their School Maths. They like the subject because of its simplicity. We explained the concepts of VM and how it is useful as checking tool in their examination and also it saves their precious time.
If there is continued support and encouragement ,We are sure that we can bring permanent Classes in Malaysia in the nearest future.
Thank you,
R.Sujaritha.
Muscat,Oman.
Sujamirtha24may@yahoo.co.in

Wednesday, October 14, 2009

Special Multiplication by 9

BONJOUR TOUT LE MONDE
I like Mathematics so much and I love to take Vedic maths
Classes all over the world. I am taking French Classes also
Since I have finished Delf A1 Exams.After practising
Vedic maths I can able to give many methods of Multiplication
Unusual. So I feel that if all the Children in the World practise this
Amazing System then they will not have night mare before their
Maths Exam and they also start to like the subject. If a Child Masters
in Mathematics then he can Master in any Subject since Maths is the
head of all Sciences. I would like to thank Mr.Gaurav Tekriwal
for his Continued Support and Encouragement. I am sure that We
can take Vedic maths to all parts of the World with his Continuing
Support. Here are some methods of Multiplication by 9.
Multiplication of any digit number in descending order with 9 :
( 1 ) 21 X 9
We will get 3 parts of the answer.
= 1 / 8 / 9 = 189
First part of the answer is obtained by subtracting 1 from the
1st digit of the Multiplicand. Second part of the answer is just
write one 8.Third part of the answer is the Compliment of the
last digit of the Multiplicand from 10.
( 2 ) 321 X 9
We will get 3 parts of the answer.
= 2 / 88 / 9 = 2889
( 3 ) 7654 X 9
We will get 3 parts of the answer
= 6 / 888 / 6 = 68886
Main rule is to remember is
If you multiply 2 digit number by 9 --- Centre part is one 8
If you multiply 3 digit number by 9 --- Centre part is two 8’s
If you multiply 4 digit number by 9 --- Centre part is three 8’s
And go on and on.
R. Sujaritha ( sujamirtha24may@yahoo.co.in )
Cell No. 00968-96568599
Muscat, Oman.

Monday, October 20, 2008

Vedic Mathematics

HIS HOLINESS JAGADGURU SANKARACHARYA SRI BHARATHI KRSNA TIRTHAJI is a magnificent and divine personality who gracefully adorned the famous Govardhan math, Puri.His research achievements in the field of Vedic Mathematics and his devotion to the service of humanity are endless.
Jagadguru was born in March 1884, named as Venkatraman in his early days was an exceptionally brilliant student. He was extra-ordinarily proficient in Sanskrit and on account of this he was awarded the title of “Saraswathi” by the Madras Sanskrit Association in July 1899,When he was still in his Sixteenth year, He was proficient in Sanskrit, Philosophy, English, Mathematics, History and Science.
Vedic mathematics was written Shri.Bharathi Krsna Tirthaji. It is based on 16 sutras and 13 auxiliary Sutras. It has wider applications than Tranchenberg Speed mathematics.
“Is it Math or Magic”?
Guruji
It is magic until you understand it and mathematics thereafter.
How easy by Vedic method
Nikhilam sutra can be used for several mathematical operations.
If you are asked to find the product of 97 X 96 = Both the given numbers are close to hundred. The deficient numbers from the base hundred is -3,-4 respectively.
Left part = 97 – 4 (deficient number of second number) are 96 – 3 (deficient number of first number) 97 – 4 = 96-3 = 93
Right part = product of deficient numbers = -3 X -4 = -12.So, 97 X 96 =9312
Solve :
31482965 X 99999999 = 3148296468517035
Left part = multiplicant -1.
Right part = Complement of the multiplicant.
Vedic rules are simple and easy to understand and apply. Because of it’s simplicity a child can solve problems in seconds.It`ll be helpful for the slow-learners also. Because of its quicker calculations it’ll create the Eagerness to learn more about the subject. This is boon to various competitive exams.
If this Amazing system of Vedic mathematics gets a proper place in the syllabus of Mathematics, then time,energy more than that money is saved.
R.SUJARITHA trains students on the concept of High speed Vedic mathematics. She has been active in field for over four years and has good experience in teaching the Vedic Mathematics skills to students of various age groups. She conducted classes at Chennai, Southern metro city of India for three years and currently based at Muscat, Oman.She conducted a workshop on Vedic maths in India club, Dubai during May 2008.She is at present taking classes at Muscat and soon plans to take the Vedic math concepts to various parts of the Globe starting with Dubai and thereafter to France, Malaysia. She is taking French classes for high-school level and planned to do DELF exam during May 2009.
You can contact her for consultation on her expertise and she will be more happy to help you out with your maths problems.
Her Mail- ID is: - sujamirtha24may@yahoo.co.in
Her GSM no: - 00968-96568599.
Kenneth Williams 's first trip to India.
He came to India to Visit Govardhana puri,Orissa on Vedic Maths research Organised by Gaurav Tekriwal,President of Vedic Maths forum of India.
It was a great Opportunity for me to meet them in Calcutta,after returning from Puri.I would like to take this Opportunity to thank Gaurav for this Memorable event being Associate of Vedicmaths Forum. You can see the website for further details.
http://www.vedicmaths.org/
http://www.vedicmathsindia.org/
R.Sujaritha.