From Wikipedia, the free encyclopedia. He has been called the greatest mathematician of medieval India. Bhaskara I. Sign up here to see what happened On This Dayevery day in your inbox! History at your fingertips.

Bhāskara (c. – c. ) was a 7th-century mathematician, who was the first to write numbers He and Brahmagupta are two of the most renowned Indian mathematicians who made considerable contributions to the study of fractions.

## Bhaskara I Indian astronomer and mathematician Britannica

Some of Bhaskara's contributions to mathematics include the Diophantine equations of the second order, such as 61x2 + 1 = y2.possibly Valabhi, near modern Bhavnagar, Saurashtra, India), Indian astronomer and mathematician who helped to disseminate the mathematical work of Aryabhata (born ). Little is known about the life of Bhaskara; I is appended to his name to distinguish him from a 12th.

Furthermore, the Lilavati contained excellent 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.

Views Read Edit View history. His fame rests on three treatises he composed on the works of Aryabhata. Bhaskara's probably most important mathematical contribution concerns the representation of numbers in a positional system.

Video: Photos of bhaskara 1 mathematician Famous Mathematicians - 33 Greatest Mathematicians of All Time

For instance, he posed the problem: "Tell me, O mathematician, what is that square which multiplied by 8 becomes - together with unity - a square? The magic of Vedic math - Gaurav Tekriwal - Duration:

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The comments referred exactly to the 33 verses dealing with mathematics.
TED-Ed 2, views. Video: Photos of bhaskara 1 mathematician Bhaskaracharya - Great mathematician and an astronomer Short Documentary in Hindi He was an Indian mathematician and astronomer and is known as the greatest mathematician of medieval India. For others with the same name, see Bhaskara disambiguation. This article needs additional citations for verification. Bhaskara I. Harish Chandra was born on October 11, in Kanpur, India. |

[1] This commentary, Āryabhaṭīyabhāṣya, written in CE, is among the oldest known prose works in Sanskrit on mathematics and astronomy.

He also wrote. Brahmagupta was born on CE in Ujjain. He was an Indian mathematician and astronomer. His book Brahmasphutasiddhanta is the first.

Andhra Pradeshstate of India, located in the southeastern part of the subcontinent. It was the first text to recognize that a positive number has two square roots a positive and negative square root.

Sarasvati Amma A. Its founder, Bhatarka, was a general who, taking advantage of the decay of the Gupta empire, established himself as ruler of Gujarat and Saurashtra with Valabhi modern Vala as his capital. Mahalanobis shares.

Among the ancient Indian mathematician/astronomers, probably the greatest were Aryabhata (5th Century CE), Varahamihira ( – CE).

Contrary to his word system, however, the figures are written in descending values from left to right, exactly as we do it today. Bhaskara is considered the most important scholar of Aryabhata 's astronomical school. Tell us what you didn't like in the comments.

### Bhāskara II Indian mathematician Britannica

Parts of Mahabhaskariya were later translated into Arabic. Additional Reading.

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His book Brahmasphutasiddhanta is the first text that mentions zero as a number. He was an Indian mathematician and astronomer and is known as the greatest mathematician of medieval India. K Puttaswamy p. HinduismTodayVideos 1, views. |

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This article possibly contains inappropriate or misinterpreted citations that do not verify the text.

Thank you for your feedback. His mathematical astronomy text Siddhanta Shiromani is written in two parts: the first part on mathematical astronomy and the second part on the sphere.

He died in CE. Be on the lookout for your Britannica newsletter to get trusted stories delivered right to your inbox.

Additional Reading. In particular Bhaskara seemed more interested in trigonometry for its own sake than his predecessors who saw it only as a tool for calculation.