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Does western scholars ignore Aryabhatta and Brahmagupta who developed our number system and four fundamental operations that the whole science mathematics and commerce built upon?
Their contribution is noted as are the contributions of euclid, Pythagoras, archemedes et al, and the Chinese abacus. But you will forgive us if our quest for a sustainable ecology and the eradication of poverty and disease is a priorty right now
What technologies have been developed in India?
Maths and the concept of zero by Aryabhatta
What culture developed a place value for the number 0?
The concept was developed by Aryabhatta, in the Gupta empire in India.
How did Brahmagupta find his contributions to math?
Brahmagupta, an ancient Indian mathematician and astronomer, made significant contributions to mathematics in his work "Brahmasphutasiddhanta" around 628 CE. He introduced rules for arithmetic operations involving zero and negative numbers, and developed methods for solving quadratic equations. His insights laid foundational principles for algebra and influenced later mathematicians. Brahmagupta's work reflects a deep understanding of mathematical concepts and their practical applications in astronomy and everyday life.
Who invented zero in india?
The concept of zero as a numeral was developed in India, with significant contributions attributed to the mathematician Brahmagupta in the 7th century. He defined zero and its operations, such as addition and subtraction, in his work "Brahmasphutasiddhanta." Although the idea of nothingness existed earlier, Brahmagupta's formalization marked a crucial point in mathematical history. This innovation later spread to the Islamic world and Europe, fundamentally changing mathematics.
Where did Brahmagupta got his eduction from?
Brahmagupta, the ancient Indian mathematician and astronomer, is believed to have received his education in the region of Ujjain, which was a prominent center of learning during his time. He was deeply influenced by the mathematical and astronomical traditions of India, particularly those developed in earlier works by scholars such as Aryabhata. Ujjain's status as a cultural hub likely provided him access to a rich intellectual environment.
Who invented zero what is its duel function?
Zero was independently developed by ancient cultures, with notable contributions from Indian mathematician Brahmagupta in the 7th century. Its dual function is as a placeholder in positional numeral systems, allowing for the distinction between numbers like 10 and 100, and as a representation of an absence or null value in mathematical operations. This concept revolutionized mathematics and enabled more complex calculations.
Which Indian mathamatician gave the concept of zero to the world?
The concept of zero as a numeral was developed by Indian mathematician Brahmagupta in the 7th century. He defined it as a number and described rules for arithmetic involving zero. However, it was earlier used in the work of Aryabhata and later popularized in the numeral system that eventually spread to the Islamic world and Europe. Brahmagupta's contributions were crucial in establishing zero as a foundational element in mathematics.
Who invented the positional notation that would enable them to compute without abacus?
The positional notation system that allows for efficient computation without an abacus was developed by Indian mathematicians, with significant contributions from Brahmagupta in the 7th century and later by Bhaskara II in the 12th century. This system uses a place value system and the concept of zero, which greatly simplified arithmetic operations. It was later transmitted to the Islamic world and then to Europe, forming the basis of modern numeral systems.
What were the first businesses to expand franchising operations?
automotive franchises developed for gasoline, oil, and tires. In the 1950s, food operations made a dramatic entrance into franchising with the development of McDonald's,
Once a plan is developed its content should be shared with only those who will be involved in the emergency operations?
True
A type of special assembly originally developed in ma for drawing up a fundamental law that would be superior to ordinary law?
Convention
