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Indian Mathematics

This blog is all those who want to reduce their calculation time.

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Indian Mathematics | indianmaths.blogspot.com Reviews
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This blog is all those who want to reduce their calculation time.
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1 example 1
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Indian Mathematics | indianmaths.blogspot.com Reviews

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This blog is all those who want to reduce their calculation time.

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1

Indian Mathematics: YAVADADHIKAM TAAVADAHIKIKRITYA VARGANCHA YOJAYET

http://indianmaths.blogspot.com/2008/02/yavadadhikam-taavadahikikritya.html

YAVADADHIKAM TAAVADAHIKIKRITYA VARGANCHA YOJAYET. This sutra means whatever the extent of its surplus, increment it still further to that very extent; and also set up the square of that surplus. This sutra is very useful in calculating the sqaures of numbers nearer(greater) to powers of 10. For instance: in computing the square of 103 we go through the following steps:. 1 The nearest power of 10 to 103 is 100. 2 Therefore, let us take 100 as our base. Hence the answer is 10609. 5 On the right hand side p...

2

Indian Mathematics: Adyamadyena-Antyamantyena

http://indianmaths.blogspot.com/2008/02/adyamadyena-antyamantyena.html

The Sutra ' Adyamadyena-Antyamantyena' means 'the first by the first and the last by the last'. Suppose we are asked to find out the area of a rectangular card board whose length and breadth are respectively 6ft . 4 inches and 5 ft. 8 inches. Generally we continue the problem like this. Area = Length X Breath. By Vedic principles we proceed in the way "the first by first and the last by last". Ie 6’ 4" can be treated as 6x 4 and 5’ 8" as 5x 8,. Where x= 1ft। = 12 in; x2 is sq. ft. Now ( 6x 4 )(5x 8 ).

3

Indian Mathematics: SAŃKALANA – VYAVAKALANĀBHYAM

http://indianmaths.blogspot.com/2008/02/sakalana-vyavakalanbhyam.html

SAŃKALANA – VYAVAKALANĀBHYAM. This Sutra means 'by addition and by subtraction'. It can be applied in solving a special type of simultaneous equations where the x - coefficients and the y - coefficients are found interchanged. 45x – 23y = 113. 23x – 45y = 91. From Sankalana – vyavakalanabhyam. Ie, ( 45x – 23y ) ( 23x – 45y ) = 113 91. Ie, 68x – 68y = 204 i.e., x – y = 3. Subtract one from other,. Ie, ( 45x – 23y ) – ( 23x – 45y ) = 113 – 91. Ie, 22x 22y = 22 i.e., x y = 1. 1955x – 476y = 2482. 2x 3y = 17.

4

Indian Mathematics: GUNÌTA SAMUCCAYAH - SAMUCCAYA GUNÌTAH

http://indianmaths.blogspot.com/2008/02/gunta-samuccayah-samuccaya-guntah.html

GUNÌTA SAMUCCAYAH - SAMUCCAYA GUNÌTAH. In connection with factorization of quadratic expressions a sub-Sutra, viz. 'Gunita samuccayah-Samuccaya Gunitah' is useful. It is intended for the purpose of verifying the correctness of obtained answers in multiplications, divisions and factorizations. It means in this context: 'The product of the sum of the coefficients(sc) in the factors is equal to the sum of the coefficients(sc) in the product'. X 3) (x 2) = x. Now ( x 3 ) ( x 2 ) = 4 x 3 = 12 : Thus verified.

5

Indian Mathematics: LOPANA STHÂPANÂBHYÂM

http://indianmaths.blogspot.com/2008/02/lopana-sthpanbhym.html

Lopana sthapanabhyam means 'by alternate elimination and retention'. Consider the case of factorization of quadratic equation of type ax. Dxy eyz fzx. This is a homogeneous equation of second degree in three variables x, y, z. The sub-sutra removes the difficulty and makes the factorization simple. The steps are as follows:. I) Eliminate z by putting z = 0 and retain x and y and factorize thus obtained a quadratic in x and y by means of Adyamadyena. Step (i) : Eliminate z and retain x, y; factorize.

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Bhagwadh Geeta Chapter One: Sloka 25

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Bhagwadh Geeta Chapter One. Grandfather Bhisma; drona. The teacher Drona; pramukhatah. In front of; sarvesam. Chiefs of the world; uvaca. Son of Prtha); pasya. Just behold; etan. All of them; samavetan. All the members of the Kuru dynasty; iti. In the presence of Bhisma, Drona and all other chieftains of the world, Hrsikesa, the Lord, said, Just behold, Partha, all the Kurus who are assembled here. Did Arjuna want to stop there and not fight? Subscribe to: Post Comments (Atom).

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The land of mathematics

The land of mathematics. Monday, December 17, 2007. 1905-01-17 - 1986) was an Indian mathematician who discovered many interesting properties in number theory. He was born in. The town Devlali, Maharashtra. Having never received any formal postgraduate training, for his entire career (1930-1962) he was a schoolteacher in the small town of Devlali in Maharashtra, India. Yet he became well known in recreational mathematics circles, and has a number, a constant, and a magic square named after him. The Kapre...

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Indian Mathematics

GUNÌTA SAMUCCAYAH - SAMUCCAYA GUNÌTAH. In connection with factorization of quadratic expressions a sub-Sutra, viz. 'Gunita samuccayah-Samuccaya Gunitah' is useful. It is intended for the purpose of verifying the correctness of obtained answers in multiplications, divisions and factorizations. It means in this context: 'The product of the sum of the coefficients(sc) in the factors is equal to the sum of the coefficients(sc) in the product'. X 3) (x 2) = x. Now ( x 3 ) ( x 2 ) = 4 x 3 = 12 : Thus verified.

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Indian Maths Circle

Wednesday, January 6, 2010. Funny Answers to School Tests. Answers to School Tests. Clever and  funny. 160;answers to  maths. I think they actually show great capacity for lateral thinking. Find X - Easy! 160;exam answers and Diagrams. Math Magic / Phone Number / Missing Digit / Funny Tricks. 160; / Funny Tricks. 160;/  Math Magic. 160; Phone Numbe. Choose a large number of six or seven digits. Take the sum of digits. Subtract sum of digits from any number chosen. Mix up the digits of resulting number.

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Monday, August 13, 2007. Indian Mathematical standards are very high compared to other countries in the world.Indians are well known for intelligence and grasping power. Learning Mathematics as per indian standards will increase the arthimatic ability and problem solving capability of a child. Many great theories were discovered in mathematics by great indian mathematicians like Srinivasa Ramanujam.The decimal notation and Number '0' is discovered in india. Stars In words in digits. Each topic will have ...

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