Aryabhata I and How He Influenced Math Essay

Aryabhata I was born in Kerala, India, exclusively moved to Kusumapura early in life. His contribution to mathematics and science is vast, from approximating Pi better than anyone in his time period to deducing the basis is round. He had some scientific and mathematic discoveries, which he wrote about in his book, the Aryabhatiya. He decl atomic number 18d that the Earth rotates on its own axis and use logic to determine that this is what created wickedness and day. (Jain)Part of Aryabhatas fame was brought by his debunking myths of both religious and world-wide varieties. Instead of the previously believed fact distributed by the Hindu priests that it was a demigods head named Rahu swallowing the sun and moon, Aryabhata proved them wrong by impetuous the theory that eclipses happen because of the shadow given off by the universe and moon in place of the Hindu myth. Another myth he disproved by declaration was the thought that the moon gave off its own light, bad it the glow that dominated the night sky. In 499 A.D., at age 23, he wrote Aryabhatiya, which would be known as his famous astronomical opus. As a result of his paper, the Gupta dynasty ruler, Buddhagupta, gave him the title of Head of the Nalanda University to recognize his intellect (Kumar). Later, it is believed that he wrote another(prenominal) book, called the Aryabhata-siddhanta, but it is now lost (Jain). The book is split into three part the Ganita, which translates to Mathematics the Kala-Kriya, which contains Time Calculations and the Gola, which is mainly sphere mathematics. The Ganita is astonishing because of its lack of deduction concerning the 66 rules it provides (Aryabhata I).Aryabhatas mind is likewise the basis of algebra, geometry, and trigonometry. He created the equation for finding the circumference of a wad using the spoke instead of the diameter, like the Greeks used. Forthis equation, C = 2r2, he had to have a close set for , which he successfully approximated s omehow, and shared his discovery in Aryabhatiya Add four to one hundred, multiply by eight and wherefore add sixty-two thousand. The result is approximately the circumference of a circle of diameter twenty thousand. By this rule the relation of the circumference to diameter is given. In other words, n = 62382/20000 = 3.1416, correct to four rounded-off decimal places (Jacobs). The advancements on finding the numerical value of have dramatically increased since then, having cypher numbers on the upside of 5 trillion. His contributions to the mathematical world are still vast, and his discoveries are the foundation for modern algebra and through that, most of math overall.Aryabhata I calculated the length of a sidereal rotation and socio-economic class in his book as well. As for the sidereal rotation, he used the stars to determine that the time per day was 23 hours, 56 minutes, and 4.1 seconds. The present value is 23 hours, 56 minutes, and 4.091 seconds. For the sidereal year, he found it to be 365 days, 6 hours, 12 minutes, and 30 seconds, when the modern calculation is a mere 3 minutes and 20 seconds less than Aryabhatas value.Aryabhata also impacted trigonometry by his definitions of sine (jya), cosine (kojya), versine (utkrama-jya), and inverse sine (otkram jya). He was the initiative to specify sine and versine (1-cos x) tables, in 3.75 intervals from 0 to 90, to an accuracy of 4 decimal places (Kumar). The modern names sine and cosine are also believed to be mistranslations of the words introduced by Aryabhata, Jya and Kojya.In the field of Algebra, he provided results for the union of series of squaresHe did not disappoint the series of cubesAs for think the great Aryabhata, he has many colleges named after him, such as the Aryabhata fellowship University in Bihar and the Aryabhata Research Institute of Observational Sciences (ARIOS) near Nainital, India.Indias kickoff satellite also shared his name. (Kumar)Works CitedAryabhata I. Medieval Hi story. About.com, 2014. Web. 27 Apr. 2014. .Jacobs, crowd together Q. The ryabhatya of ryabhata. The ryabhatya of ryabhata by J. Q. Jacobs. J.Q. Jacobs, 1997. Web. 15 Mar. 2014. .Jain, Ankur. Aryabhatta Biography. Aryabhatta Scientists Biography. Study Helpline, 2011. Web. 27 Apr. 2014. .Kumar, Amit. Aryabhatta- The Great Indian Mathematician. The Braves and Smarts. Web. 10 Mar. 2014. .OConnor, J.J., and E.F. Robertson. Aryabhata the Elder. School of Mathematics and Statistics University of St. Andrews, Scotland. Nov. 2000. Web. 10 Mar. 2014. .