Tag: history of mathematics
Quizzes Related to history of mathematics
Vedic Mathematics - Class IX
Learn ancient Vedic mathematical techniques including Ekadhik, Ekadhikena Purvena, Ekanyunena Purvena, and fraction comparison methods from the Vedic period.
Ques 14
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Mathematicians and their contribution - class-IX
mathematicians and their contribution
Ques 9
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Addition, Subtraction, and Vedic Mathematics - Class X
Practice addition and subtraction operations using traditional and Vedic mathematics techniques including Ekanyunena Purvena, Ekadhikena Purvena, and Param Mitra Ank methods
Ques 22
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Vedic Mathematics - Basic Techniques
Introduction to Vedic mathematics techniques including squaring with Ekadhik, comparing fractions, and understanding Ekadhikena and Ekanyunena Purvena concepts
Ques 13
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Square and square roots using vedic mathematics - class-X
square and square roots using vedic mathematics
Ques 48
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Multiplication and Division with Vedic Mathematics
Practice multiplication and division using various Vedic mathematics techniques including Nikhilam, Urdhwtirgbhyaam, and Dhwajanka methods. Covers basic operations, divisibility rules, cubing, and practical word problems.
Ques 80
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Ancient Indian Mathematical Texts
This quiz covers the ancient Indian mathematical texts that have significantly contributed to the development of mathematics. These texts showcase the brilliance of Indian mathematicians and their profound understanding of various mathematical concepts.
Ques 15
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Indian Mathematical Symbols
Test your knowledge about the fascinating world of Indian Mathematical Symbols, which have played a significant role in the development of mathematics.
Ques 8
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Ancient Indian Mathematics: A Journey Through Time
This quiz explores the fascinating world of ancient Indian mathematics, taking you on a journey through time to discover the remarkable contributions made by Indian scholars to the field of mathematics.
Ques 11
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Contributions of Ancient Indian Mathematicians
This quiz tests your knowledge of ancient Indian mathematicians and their contributions to various mathematical concepts.
Ques 15
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