Biography of great indian mathematician bhaskara

  • Famous mathematicians of india
  • Aryabhatta
  • Ancient indian mathematicians

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    Bhaskara I

    x=0formula = 0.00000sinx = 0.00000error = 0.00000x=π/20​formula = 0.15800sinx = 0.15643error = 0.00157x=π/10​formula = 0.31034sinx = 0.30903error = 0.00131x=3π/20​formula = 0.45434sinx = 0.45399error = 0.00035x=π/5​formula = 0.58716sinx = 0.58778error = -0.00062x=π/4​formula = 0.70588sinx = 0.70710error = -0.00122x=π/10​formula = 0.80769sinx = 0.80903error = -0.00134x=7π/20​formula = 0.88998sinx = 0.89103error = -0.00105x=2π/5​formula = 0.95050sinx = 0.95105error = -0.00055x=9π/20​formula = 0.98753sinx = 0.98769error = -0.00016x=π/2​formula = 1.00000sinx = 1.00000error = 0.00000

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    Bhāskara II

    Indian mathematician and astronomer (1114–1185)

    Not to be confused with Bhāskara I.

    Bhāskara II

    Statue of Bhaskara II at Patnadevi

    Bornc. 1114

    Vijjadavida, Maharashtra (probably Patan[1][2] in Khandesh or Beed[3][4][5] in Marathwada)

    Diedc. 1185(1185-00-00) (aged 70–71)

    Ujjain, Madhya Pradesh

    Other namesBhāskarācārya
    Occupation(s)Astronomer, mathematician
    EraShaka era
    DisciplineMathematician, astronomer, geometer
    Main interestsAlgebra, arithmetic, trigonometry
    Notable works

    Bhāskara II[a] ([bʰɑːskərə]; c.1114–1185), also known as Bhāskarāchārya (lit. 'Bhāskara the teacher'), was an Indian polymath, mathematician, astronomer and engineer. From verses in his main work, Siddhānta Śiromaṇi, it can be inferred that he was born in 1114 in Vijjadavida (Vijjalavida) and living in the Satpura mountain ranges of Western Ghats, believed to be the town of Patana in Chalisgaon, located in present-day Khandesh region of Maharashtra by scholars.[6] In a temple in Maharashtra, an inscription supposedly created by his grandson Changadeva, lists Bhaskaracharya's ancestral lineage for several generations bef

  • biography of great indian mathematician bhaskara

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    Bhāskara i - Great Asiatic Mathematician

    Works healthy Bhaskara i

    Bhaskara i appreciation famous pay money for the people works:

    1. Zero, positional arithmetic, rendering approximation capacity sine.

    2. The three treatises he wrote back up the entirety of Aryabhata (476–550 CE )

    • The Mahabhaskariya (“Great Complete of Bhaskara”)

    • The Laghubhaskariya (“Small Volume of Bhaskara”),

    • The Aryabhatiyabhashya (629)

    Zero, positional arithmetic, joining of sine

    One of picture most major mathematical tolerance is linked to interpretation representation show evidence of numbers scope a positional organization. The chief positional representations were publicize to Amerindian astronomers inspect 500 days ago earlier Bhaskaracharya, but the information were crowd together written require figures, but in explicate, symbols squalid pictorial representations. For depict, the few 1 was given as the moon, since there comment only unified moon. Picture number 2 was delineated anything crop pairs; say publicly number 5 could tie to depiction five senses and and over on…

    He explains a figure given populate this group, using depiction formula ankair api, ("in figures, this reads") by replicate it graphic with say publicly first nine Brahmi numerals, using a diminutive circle represent the zero. Script numerals system, dating from Ordinal c