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Bhāskara II, also called Bhāskarācārya or Bhaskara the Learned, (born , Biddur, India—died c. , probably Ujjain), the leading mathematician of the. Bhaskara II was a 12th century Indian mathematician. This biography of Bhaskara II provides detailed information about his childhood, life. Biography of Bhaskaracharya () Bhaskara (–), also known as Bhaskara II and Bhaskara Achārya (“Bhaskara the teacher”).

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He has been called the greatest mathematician of medieval India. This device could vary from a simple stick to V-shaped staffs designed specifically for determining angles with the help of a calibrated scale. Using an bhaskarachsrya model developed by Brahmagupta in the 7th century, Bhaskara accurately defined many astronomical quantities, including, for example, the length of the sidereal yearthe time that is required for the Earth to orbit the Sun, as His work is outstanding for its systemisation, improved methods and the new topics that he has introduced.

Please help improve it or discuss these issues on the talk page. And otherwise, when one has set down those parts of the figure there [merely] seeing [it is sufficient]. There was a problem with your submission.

SHAON for everyone: Biography of Bhaskaracharya

In other projects Wikisource. Decimal number systemin mathematics, positional numeral system employing 10 as the base and requiring 10 different numerals, the digits 0, 1, 2, 3, 4, 5, 6, 7, 8, 9.

Similar to our current decimal system, these words were aligned such that each number assigns the factor of the power of ten corresponding to its position, only in reverse order: Hence, for the sake of brevity, the square-root of the sum of the squares of the arm and upright is the hypotenuse: If you prefer to suggest your own revision of the article, you can go to edit mode requires login.

These sections covered topics such as mean longitudes of the planets, true longitudes of the planets, solar and lunar eclipses, cosmography and geography, etc.


Bhāskara II

It also requires a dot decimal point to represent decimal fractions. His passed his mathematical knowledge to his son Loksamudra and years later Loksamudra’s son helped bhaskadacharya set up a school baskaracharya for the study of Bhaskara’s writings. Your email address will not be published. However, as mathematics historian Kim Plofker points out, after presenting a worked out example, Bhaskara II states the Pythagorean theorem:.

Brahmaguptaone of the most accomplished of the ancient Indian astronomers. Keep Exploring Britannica Albert Einstein. Contrary to his word system, however, the figures are written in descending valuedness from left to right, exactly as we do it today. Newer Post Older Post Home.

In her curiosity though, she went to look at the device and a pearl from her nose ring accidentally dropped into it, thus upsetting it. More specifically the contents include: His work, the Siddhanta Shiromani, is an astronomical treatise and contains many theories not found in earlier works.

Some of Bhaskara’s contributions to mathematics include the following: It also has a number of methods of computing numbers such as multiplications, squares, and biograpyh. He not only discovered the principles of differential calculus and its application to astronomical problems and computations, but also determined solutions of linear and quadratic indeterminate bhakaracharya Kuttaka.

In recognition of his invaluable contributions to mathematics and astronomy, he has been called the greatest mathematician of medieval India. The son of a mathematician and astronomer, he was trained by his father in the subjects. Unfortunately, our editorial approach may not be able to accommodate all contributions.

Bhāskara II | Indian mathematician |

His Bijaganita “Algebra” was a work in twelve chapters. The second part contains thirteen chapters on the sphere. Discover some of the most interesting and trending topics of Retrieved from ” https: The works in calculus performed by the Renaissance European mathematicians of the 17th century is comparable to the rules he had discovered way back in the 12th century.

There he considered variable equations and trigonometric formulae. The cup never sank, depriving her of her only chance for marriage and happiness.

He died in CE. Mathematician Bhaskara I is popularly known for his three books or volumes on Hindu astronomy which are named as Mahabhaskariya the Great Book Of BhaskaraLaghubhaskaraiya the smaller version or book of Bhaskara and Aryabhatiyabhashya — a commentary on Aryabhatiya, the book written by Bhaskarachwrya. It covers topics such as:.


His system is truly positional, since the same words representing, can also be used to represent the values 40 or Bhaskara II was especially well-known for his in-depth knowledge of trigonometry. Siddhanta Siromani is Sanskrit for “Crown of treatises”. He died around History records his great-great-great-grandfather holding a hereditary post as a court scholar, as did his son and other descendants. This article needs additional citations for verification.

In his book Lilavatihe reasons: Furthermore, the Lilavati contained excellent recreative problems and it is thought that Bhaskara’s intention may have been that a student of ‘Lilavati’ should concern himself with the mechanical application of the method.

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Biography of Mathematician Bhaskaracharya

His astronomical education was given by his viography. Madhava — and the Kerala School mathematicians including Parameshvara from the 14th century to the 16th century expanded on Bhaskara’s work and further advanced the development of calculus in India. His work is outstanding for its systemisation, improved methods and the new bhaskaracharyya that he has introduced. Popularly the Ancient astronomer is known for his contribution in locating the planetary longitudes, heliacal rising and setting of the planets, conjunction among the stars and the planets and tracing the cause of solar and lunar eclipse.

From Wikipedia, the free encyclopedia. He used an astronomical model developed by Brahmagupta to accurately define many astronomical quantities, including the length of the sidereal year.