Bhaskaracharya was a person. [Answer Limit: 20 words] [UKPSC 2016]
Kumaramatya was a significant figure in ancient India, known for his role as a minister and strategist in the Maurya Empire, particularly during the reign of Chandragupta Maurya. He is often associated with Chanakya (Kautilya), the famous philosopher and statesman. Kumaramatya was responsible for vaRead more
Kumaramatya was a significant figure in ancient India, known for his role as a minister and strategist in the Maurya Empire, particularly during the reign of Chandragupta Maurya. He is often associated with Chanakya (Kautilya), the famous philosopher and statesman. Kumaramatya was responsible for various administrative and military functions, demonstrating expertise in governance and strategy. His contributions are mentioned in ancient texts like the “Arthashastra,” which outlines principles of statecraft, economics, and military tactics. His influence helped shape the administrative framework of the Maurya dynasty, marking him as an important historical figure in Indian political history.
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Bhaskaracharya, also known as Bhaskara II, was a renowned 12th-century Indian mathematician and astronomer. Born in 1114 CE, he authored significant works, including "Lilavati," which focuses on arithmetic, geometry, and algebra, and "Bijaganita," which covers advanced mathematics. His contributionsRead more
Bhaskaracharya, also known as Bhaskara II, was a renowned 12th-century Indian mathematician and astronomer. Born in 1114 CE, he authored significant works, including “Lilavati,” which focuses on arithmetic, geometry, and algebra, and “Bijaganita,” which covers advanced mathematics. His contributions to mathematics include concepts of zero and calculations of eclipses. Bhaskaracharya emphasized practical applications of mathematics in daily life, making it accessible. His innovative approaches and clear explanations earned him a prominent place in the history of Indian mathematics, influencing generations of scholars and contributing to the global mathematical discourse. His legacy continues to inspire mathematicians today
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