HIS HOLINESS JAGADGURU SANKARACARYA SRI BHARATI KRSNA TIRTHAJI MAHARAJA (March 1884-February 1960)" was named as Venkatraman in his early days. As he was extraordinarily proficient in Sanskrit and oratory, he was awarded the title of 'Saraswati' by the Madras Sanskrit Association inJuly 1899.
After winning the highest place in the B.A. Examination, he appeared at the M.A. Examination of the American College of Sciences, Roch- ester, New York from Bombay Centre in 1904 and passed in six subjects (Sanskrit, Philosophy, English, Mathe- matics, History and Science) simultan- eously securing the highest honours in all. In 1908, he proceeded to the Sringeri Matha in Mysore to learn at the feet of the renowned late Jagadguru Shankaracharya Maharaj Sri Satcidanandaji. After several years of the most advanced studies, the deepest meditation, and the highest spiritual attainment; he was initiated into the holy order of Sannyasa at Banaras (Varanasi) by Shankaracharya Sri Trivikram Tirthaji of Sharadapeeth on July 4th 1919 and on this occasion he was given the new name, Swami Bharati Krsna Tirthaji. Later, in 1925 Jagadguru Sankaracarya Sri Madhu- sudan Tirthaji of Govardhan Matha, Puri, virtually forced him to accept the Govardhan Math's Gaddi. In this capacity he continued to. disseminate the holy spiritual teachings of Sanatana Dharma in their pristine purity all over the world for the rest of his life.
Vedic Mathematics or 'Sixteen Simple Mathematical Formulae from the Vedas' was written by His Holiness Jagadguru Sankaracarya Sri Bharati Krsna Tirthaji Maharaja of Covar- dhana Matha, Puri. It deals mainly with various Vedic mathematical formulae and their applications for carrying out tedious and cumbersome arithmetical operations, and to a very large extent, executing them men- tally. In this field of mental arith- metical operations, the works of the famous mathematicians Trachten- berg and Lester Meyers (High Speed Maths) are elementary compared to that of Jagadguruji.
Some people may find it difficult, at first reading to understand the arithmetical operations although they have been explained very lucidly by Jagadguruji. It is not because the explanations are lacking in any manner but because the methods are totally unconventional. Some people are so deeply rooted in the conven- tional methods that they, probably subconsciously, reject to see the logic in unconventional methods.
Description
HIS HOLINESS JAGADGURU SANKARACARYA SRI BHARATI KRSNA TIRTHAJI MAHARAJA (March 1884-February 1960)" was named as Venkatraman in his early days. As he was extraordinarily proficient in Sanskrit and oratory, he was awarded the title of 'Saraswati' by the Madras Sanskrit Association inJuly 1899.
After winning the highest place in the B.A. Examination, he appeared at the M.A. Examination of the American College of Sciences, Roch- ester, New York from Bombay Centre in 1904 and passed in six subjects (Sanskrit, Philosophy, English, Mathe- matics, History and Science) simultan- eously securing the highest honours in all. In 1908, he proceeded to the Sringeri Matha in Mysore to learn at the feet of the renowned late Jagadguru Shankaracharya Maharaj Sri Satcidanandaji. After several years of the most advanced studies, the deepest meditation, and the highest spiritual attainment; he was initiated into the holy order of Sannyasa at Banaras (Varanasi) by Shankaracharya Sri Trivikram Tirthaji of Sharadapeeth on July 4th 1919 and on this occasion he was given the new name, Swami Bharati Krsna Tirthaji. Later, in 1925 Jagadguru Sankaracarya Sri Madhu- sudan Tirthaji of Govardhan Matha, Puri, virtually forced him to accept the Govardhan Math's Gaddi. In this capacity he continued to. disseminate the holy spiritual teachings of Sanatana Dharma in their pristine purity all over the world for the rest of his life.
Vedic Mathematics or 'Sixteen Simple Mathematical Formulae from the Vedas' was written by His Holiness Jagadguru Sankaracarya Sri Bharati Krsna Tirthaji Maharaja of Covar- dhana Matha, Puri. It deals mainly with various Vedic mathematical formulae and their applications for carrying out tedious and cumbersome arithmetical operations, and to a very large extent, executing them men- tally. In this field of mental arith- metical operations, the works of the famous mathematicians Trachten- berg and Lester Meyers (High Speed Maths) are elementary compared to that of Jagadguruji.
Some people may find it difficult, at first reading to understand the arithmetical operations although they have been explained very lucidly by Jagadguruji. It is not because the explanations are lacking in any manner but because the methods are totally unconventional. Some people are so deeply rooted in the conven- tional methods that they, probably subconsciously, reject to see the logic in unconventional methods.
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