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Bhaskara, a 12th-century Indian mathematician and astronomer, made significant contributions to mathematics, particularly in algebra and number theory. He is best known for his work "Lilavati," which covers arithmetic and geometry, and "Bijaganita," focusing on algebra. His innovative methods for solving quadratic equations and his exploration of concepts like negative numbers and zero were groundbreaking. Bhaskara's work laid important foundations for future mathematical developments in both India and beyond.
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What was the contribution of heron in field of mathematics?
iuygniggt
What was the most significant contribution of pi to the field of mathematics?
it has helped in finding the perimeters and areas of circle.
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What is a achievement of bhaskara charya in mathematics?
Bhaskara Charya, also known as Bhaskara II, made significant contributions to mathematics, particularly in the fields of algebra and calculus. One of his notable achievements is the development of the concept of zero and its use in calculations, as well as the formulation of theorems related to quadratic equations. His seminal work, "Lilavati," includes a wealth of mathematical problems and solutions, showcasing his innovative approach to arithmetic and geometry. Additionally, he is credited with early concepts of differential calculus, specifically in his work on the motion of planets.
What was the contribution of heron in field of mathematics?
iuygniggt
What was the contribution of heron in the field of mathematics?
iuygniggt
Where was hypatia most memorable contribution was in the field of?
Math & astronomy.
What was the most significant contribution of pi to the field of mathematics?
it has helped in finding the perimeters and areas of circle.
Life and contribution in mathematics least 5?
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What was the contribution of ramanujan to mathematics?
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What was Euclid's most significant contribution to field of mathematics?
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What is a achievement of bhaskara charya in mathematics?
Bhaskara Charya, also known as Bhaskara II, made significant contributions to mathematics, particularly in the fields of algebra and calculus. One of his notable achievements is the development of the concept of zero and its use in calculations, as well as the formulation of theorems related to quadratic equations. His seminal work, "Lilavati," includes a wealth of mathematical problems and solutions, showcasing his innovative approach to arithmetic and geometry. Additionally, he is credited with early concepts of differential calculus, specifically in his work on the motion of planets.
