Araybhata's Contributions to Mathematics and Algebra Aryabhata Research Proposal

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Aryabhata was born in 476 AD and was known as Aryabhata I or Aryabhata the elder. Aryabhata was a member of the Kusuma Pura School and a native of Kerala which is located in the most extreme South of India. Aryabhata is one of the greatest mathematicians of all times and is considered to be the father of the renaissance of mathematics in ancient India. (Hooda and Kapur, 2001, paraphrased) Indian mathematics historically claimed great achievements before Aryabhata's time and it was Aryabhata who first had the courage to break with tradition and to find knowledge gaps and to fill these gaps with his own research and knowledge. (Hooda and Kapur, 2001, paraphrased)

Important Contributions and Achievements in Mathematics and Algebra

Dutta (2005) in the work entitled: "Mathematics in Ancient India" states that in its earlier stages, mathematics "developed mainly along two broad overlapping traditions." (Dutta, 2005) According to Dutta (2005) these two traditions are those of:

(1) the arithmetical and algebraic; and (2) the geometric. (Dutta, 2005)

Included in Aryabhata's work on Mathematics are the following:

Arithmetic - Method of inversion, various arithmetical operators (cub, cube root)

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Algebra - Formulas for find the sum of several types of series; rules for finding the number of terms of an arithmetical progression; Rule of three - improvement on Bakshali Manuscript;

rules for solving examples on interest - which led to the quadratic equation. (Indian Mathematics, 2009)

II. Most Notable Contribution in Algebra

Research Proposal on Araybhata's Contributions to Mathematics & Algebra Aryabhata Assignment

It is stated in the work entitled: "Indian Mathematics" that of all… [END OF PREVIEW] . . . READ MORE

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