Indian mathematician bhaskaracharya biography of donald

indian mathematician bhaskaracharya biography of donald

Bhāskara II | 12th Century Indian Mathematician & Astronomer ...

    Bhāskara II[a] ([bʰɑːskərə]; c.

10 Important Ancient Indian Mathematicians -

    Bhaskara II or Bhaskaracharya was an Indian mathematician and astronomer who extended Brahmagupta's work on number systems.

Indian mathematics - Wikipedia

  • Born in a Hindu Deshastha Brahmin family of scholars, mathematicians and astronomers, Bhaskara II was the leader of a cosmic observatory at Ujjain, the main mathematical centre of ancient India.

    • Bhāskara I - Wikiwand

      The Indian mathematicians could not bring themselves to the point of admitting that one could not divide by zero.
    Bhaskaracharya-I was a seventh-century Indian mathematician.
    Labeled as one the “greatest mathematicians of medieval India”, the 12 th-Century mathematician Bhaskara II wrote many books containing mathematical and astronomical feats which would not be discovered elsewhere for another 500 years.
    Bhāskara II (c.

    Bhaskara II - The Great Indian Mathematician

  • Follow Bhaskaracharya's extraordinary journey from his early years in ancient India to his groundbreaking discoveries in mathematics and.
    • Bhaskara II (1114 - 1185) - Biography - MacTutor History of ...

    Bhāskara II - Wikipedia

  • Bhaskara was an influential 12th century Indian mathematician who made important contributions to algebra and calculus.

    • Biography OF BHASKARACHARYA | PDF | Mathematical Objects ...

  • Bhāskara II (born , Biddur, India—died c.

    • Bhaskaracharya, the greatest Mathematician who introduced ...

      Bhāskara II, a renowned Indian mathematician and astronomer, is credited with developing the concept of positive and negative numbers in the 12th century, a groundbreaking achievement that significantly advanced mathematics.

    Bhaskara II - The Great Indian Mathematician

    Works of Bhaskara ii

    Bhaskara developed an understanding of calculus, the number systems, and solving equations, which were not to be achieved anywhere else in the world for several centuries.

    Bhaskara is mainly remembered for his 1150 A. D. masterpiece, the Siddhanta Siromani (Crown of Treatises) which he wrote at the age of 36. The treatise comprises 1450 verses which have four segments. Each segment of the book focuses on a separate field of astronomy and mathematics.

    They were:

    • Lilavati: A treatise on arithmetic, geometry and the solution of indeterminate equations
    • Bijaganita: ( A treatise on Algebra), 
    • Goladhyaya: (Mathematics of Spheres),
    • Grahaganita: (Mathematics of the Planets).

    He also wrote another treatise named Karaṇā Kautūhala.

    Lilavati 

    Lilavati is composed in verse form so that pupils could memorise the rules without the need to refer to written text. Some of the problems in L