0
Why were the gupta scholars able to make improvements in mathematics scienceand art?
Wiki User
∙ 10y agoWant this question answered?
Be notified when an answer is posted
Add your answer:
Earn +20 pts
What were the contribution of Gupta's to science and mathematics?
The answer depends on the Gupta's who or what the question is about. For example, the Gupta's ancestors, their descendants, their servants, ...
What are three cultural advances made by Indian scholars and artists in the gupta empire?
Mathematics, Medicine, physics, languages, literature, and other subjects. The decimal system was also created by Guptas.
Indian scholars developed the concept of zero during the?
A+ Gupta
What has the author Hansraj Gupta written?
Hansraj Gupta has written: 'Matrices in N-dimensional Geometry' -- subject(s): Analytic Geometry, Matrices 'Tables of partitions' -- subject(s): Mathematics, Partitions (Mathematics), Tables
Indian scholars developed the concept of zero during the Empire about 320?
A+ Gupta
Who was mhabaladhikrita?
Mhabaladhikrita was one of the scholars of Religious Literature during the Gupta dynasty.
Indian scholars developed the concept of zero during the Empire about 320 AD?
A+ Gupta
Indian scholars developed the concept of zero during the Empire about 320 AD.?
A+ Gupta
Indian scholars developed the concept of zero during the what Empire about 320 ad?
The Gupta Empire
One of the discoveries the Gupta's are most known for is the?
discovery of the concept of zero in mathematics. This concept revolutionized mathematics and had a profound impact on future mathematical developments.
Major achievements in mathematics and science were made during the gupta dynasty among them was the?
Architecture and mathematics were also achievements in the Gupta Empire. Architecture is the art and science of designing buildings. Many of the old Gupta temples built more than 1,700 years ago still survive in northern India
What is an achievement that developed during the golden age of the gupta empire?
~Universities ~Literature ~Painting ~Sculpture ~Mathematics ~Roads
