Indian Mathematicians’ history India has a rich history of mathematics dating back to ancient times. In fact, many of the fundamental concepts in mathematics were first discovered and developed in India. Here are some of the most important Indian mathematicians and their contributions: Aryabhata: Aryabhata was a mathematician and astronomer who lived in the […]
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Dattatreya Ramachandra Krapeker (1905 – 1986) D R కప్రేకర్ ముంబైకి ఉత్తరాన 100 కి.మీ దూరంలో భారతదేశంలోని పశ్చిమ తీరంలో ఉన్న దహను అనే పట్టణంలో జన్మించాడు. ఎనిమిదేళ్ల వయసులో తల్లి చనిపోవడంతో తండ్రి వద్ద పెరిగాడు. అతని తండ్రి జ్యోతిష్యం పట్ల ఆకర్షితుడైన గుమాస్తా. జ్యోతిష్య శాస్త్రానికి లోతైన గణితశాస్త్రం అవసరం లేనప్పటికీ, సంఖ్యలతో లెక్కించడానికి దీనికి గణనీయమైన సామర్థ్యం అవసరం, మరియు కప్రేకర్ తండ్రి ఖచ్చితంగా తన కుమారుడికి గణించడంలో
Arya Bhatta Aryabhatta, also known as the father of Indian Mathematics, was a renowned astronomer and mathematician of the ancient times of India. Aryabhatta contributed significant work in science and mathematics and concluded theories of earth rotation on its axis, approximation of pie (π) place value system of zero, trigonometry, and many others. One
William Rowan Hamilton Hamilton was an Irish mathematician who made important contributions to the development of optics, dynamics, and algebra. He worked in both pure mathematics and mathematics for physics. His work proved significant for the development of quantum mechanics. Hamilton’s first, mathematical paper, ” Theory of Systems of rays”. He had a deep interest
1. Zero ( 0 ) is the only number which can not be represented by Roman numerals. 2. What comes after a million, billion and trillion? A quadrillion, quintillion, sextillion, septillion, octillion, nonillion, decillion and undecillion. 3. Plus (+) and Minus (-) sign symbols were used as early as 1489 A.D 4. 2 and 5 are the only
Srinivasa Ramanujan ( 22 December 1887 – 26 April 1920) was an Indian mathematician who lived during the British Rule in India. Though he had almost no formal training in pure mathematics, he made substantial contributions to mathematical analysis, number theory, infinite series, and continued fractions, including solutions to mathematical problems then considered unsolvable. Ramanujan
