The solution to this equation was traditionally attributed to William Brouncker in , though his method was more difficult than the chakravala method. This very equation was posed as a problem in by the French mathematician Pierre de Fermat , but its solution was unknown in Europe until the time of Euler in the 18th century. Traces of the general mean value theorem are also found in his works. Calculated the derivatives of trigonometric functions and formulae. See Calculus section below. In Siddhanta Shiromani, Bhaskara developed spherical trigonometry along with a number of other trigonometric results.

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The solution to this equation was traditionally attributed to William Brouncker in , though his method was more difficult than the chakravala method. This very equation was posed as a problem in by the French mathematician Pierre de Fermat , but its solution was unknown in Europe until the time of Euler in the 18th century.

Traces of the general mean value theorem are also found in his works. Calculated the derivatives of trigonometric functions and formulae. See Calculus section below. In Siddhanta Shiromani, Bhaskara developed spherical trigonometry along with a number of other trigonometric results. See Trigonometry section below. Lilavati is divided into 13 chapters and covers many branches of mathematics, arithmetic, algebra, geometry, and a little trigonometry and measurement. More specifically the contents include: Definitions.

Properties of zero including division , and rules of operations with zero. Further extensive numerical work, including use of negative numbers and surds. Arithmetical terms, methods of multiplication , and squaring. Inverse rule of three , and rules of 3, 5, 7, 9, and Problems involving interest and interest computation. His contributions to this topic are particularly important,[ citation needed ] since the rules he gives are in effect the same as those given by the renaissance European mathematicians of the 17th century, yet his work was of the 12th century.

His work is outstanding for its systematisation, improved methods and the new topics that he introduced. It was the first text to recognize that a positive number has two square roots a positive and negative square root. Determining unknown quantities.

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## Bhaskara Satakam

This wrong impression has been created because of the undue emphasis placed earlier on a few scholarly works of the above type to the neglect of the vast treasury of classical literature in various other genres in which genuine lyrical and thoughtful poetry is quite abundant. As a matter of fact even in Sanskrit literature with its high reputation with poets like Kalidasa, Sanskrit poetry became more and more pedantic and artificial. As against such prejudice or hasty opinion, one has to remember that after Baudelaire, objective poetry has gained more attention and the lyric itself has acquired a new meaning. Even classical poets are re-evaluated and Horace is now considered as a lyrical poet. Whatever may be the judgement regarding Sanskrit literature, ably defended by A. Basham postea , Telugu has a continuous tradition of lyrical poetry in the form of Satakam, a literary genre in which Telugu is probably the richest among modern Indian languages.

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## Bhaskara Satakam – (5)

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## Bhaskara Satakamu : Tika Tatparyasahitamu

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