Ancient Scientists — Set 5
Inventions · प्राचीन वैज्ञानिक · Questions 41–50 of 50
Who is known as the 'Father of Plastic Surgery' in ancient India?
Correct Answer: C. Sushruta
• **Sushruta** = He is widely regarded as the 'Father of Plastic Surgery' in ancient India due to his pioneering surgical techniques. • **More than 2,500 years ago** — This period signifies when Sushruta practiced his advanced surgical procedures, including rhinoplasty, in ancient Varanasi. • 💡 Wrong-option analysis: [Option A] Nagarjuna: An ancient philosopher and alchemist, not primarily known for surgery; [Option B] Vagbhata: A renowned Ayurvedic physician and author, but focused on medicine rather than surgery; [Option D] Charaka: Known as the 'King of Medicine' and for internal medicine, not surgical pioneering like Sushruta.
Which ancient Indian scientist first explained the cause of solar and lunar eclipses scientifically?
Correct Answer: D. Aryabhata
• **Aryabhata** = He provided the first scientific explanation for solar and lunar eclipses, attributing them to shadows cast by celestial bodies. • **Earth's shadow** — Aryabhata explained that lunar eclipses happen when the Moon enters this, and solar eclipses when the Moon obscures the Sun. • 💡 Wrong-option analysis: [Option A] Brahmagupta: While a significant astronomer, he adhered to some traditional beliefs regarding Rahu and Ketu for eclipses, unlike Aryabhata; [Option B] Varahamihira: A great astronomer and astrologer, but Aryabhata is credited with the original scientific explanation for eclipses; [Option C] Bhaskara I: A follower and commentator of Aryabhata, but did not originate this theory himself.
The ancient mathematical concept of 'Meru Prastara', described by Pingala, is known today as?
Correct Answer: C. Pascal's triangle
• **Pascal's triangle** = Pingala's ancient mathematical concept 'Meru Prastara' is recognized today as being identical to this triangular arrangement of binomial coefficients. • **Combinations of short and long syllables** — Pingala applied 'Meru Prastara' for calculating these in Sanskrit poetry, demonstrating an early understanding of combinatorial mathematics. • 💡 Wrong-option analysis: [Option A] Square root: An arithmetic operation, unrelated to the combinatorial nature of Meru Prastara; [Option B] Fibonacci sequence: A sequence where each number is the sum of the two preceding ones, distinct from Meru Prastara; [Option D] Binary system: Pingala also contributed to this, but 'Meru Prastara' specifically refers to the combinatorial triangle.
Who is the author of 'Brahmasphutasiddhanta', the text that first introduced rules for calculating with zero?
Correct Answer: C. Brahmagupta
• **Brahmagupta** = He authored the 'Brahmasphutasiddhanta', a foundational text that systematically introduced rules for calculations involving zero and negative numbers. • **Formal rules for operations with zero** — Brahmagupta's 'Brahmasphutasiddhanta' was the first to establish these rules, a monumental achievement in the history of mathematics. • 💡 Wrong-option analysis: [Option A] Aryabhata: He used the concept of zero as a placeholder but did not provide formal rules for its arithmetic operations; [Option B] Mahavira: A Jain mathematician known for his work on fractions and permutations, but not for the first formal rules for zero; [Option D] Bhaskara II: A later mathematician who built upon earlier works, but Brahmagupta is credited with the initial formalization of zero's rules.
Acharya Kanada, an ancient Indian philosopher, is famous for proposing which of the following theories?
Correct Answer: D. Atomic theory
• **Atomic theory** = Acharya Kanada is famous for proposing this theory, suggesting that all matter is composed of tiny, indivisible particles called 'Paramanu'. • **'Paramanu'** — This term was used by Kanada to describe the fundamental, indivisible particles that he believed constituted all matter. • 💡 Wrong-option analysis: [Option A] Theory of relativity: A modern physics concept proposed by Albert Einstein; [Option B] Laws of motion: Formulated by Isaac Newton in the 17th century, a much later period; [Option C] Laws of heredity: Proposed by Gregor Mendel in the 19th century, relating to biological inheritance.
Who is the author of the ancient Sanskrit play 'Abhigyan Shakuntalam' and mentioned various astronomical phenomena in his works?
Correct Answer: A. Kalidasa
• **Kalidasa** = He was a renowned classical Sanskrit writer, widely regarded as the greatest poet and dramatist in the Sanskrit language. • **'Abhigyan Shakuntalam'** — This famous Sanskrit play describes the love story of King Dushyanta and Shakuntala. • 💡 Wrong-option analysis: [Bhasa]: He was another ancient Indian dramatist, known for plays like 'Svapnavasavadattam'; [Varahamihira]: He was an ancient Indian astronomer and mathematician, author of 'Brihat Samhita'; [Shudraka]: He was an ancient Indian playwright, author of 'Mricchakatika'.
Which ancient Indian text is considered the 'Encyclopedia of Science' covering subjects like astronomy, geography, and botany?
Correct Answer: B. Brihat Samhita
• **Brihat Samhita** = This encyclopedic Sanskrit text was written by Varahamihira and covers a vast range of topics including astrology, planetary movements, and architecture. • **Varahamihira** — He was one of the nine jewels (Navaratnas) in the court of legendary King Vikramaditya, known for his contributions to astronomy and mathematics. • 💡 Wrong-option analysis: [Charaka Samhita]: This is a foundational text of Ayurveda, primarily focused on medicine; [Aryabhatiya]: This is a mathematical and astronomical treatise by Aryabhata; [Lilavati]: This is a mathematical treatise by Bhaskara II, focused on arithmetic and geometry.
The ancient mathematical text 'Lilavati', which contains problems on arithmetic and geometry, was written by?
Correct Answer: C. Bhaskara II
• **Bhaskara II** = Also known as Bhaskaracharya, he was a 12th-century Indian mathematician and astronomer who wrote 'Lilavati'. • **12th century** — Bhaskara II's work 'Lilavati' is a significant treatise on arithmetic, algebra, and geometry, named after his daughter. • 💡 Wrong-option analysis: [Pingala]: He was an ancient Indian mathematician known for his work on prosody and binary numbers; [Aryabhata]: He was a prominent mathematician and astronomer, author of 'Aryabhatiya'; [Baudhayana]: He was an ancient Indian mathematician and priest, known for the Baudhayana Sulbasutra, which contains the earliest known statement of what is now known as the Pythagorean theorem.
Which ancient Indian scholar is known as the 'Father of Ayurveda' for his contribution to medicine?
Correct Answer: C. Charaka
• **Charaka** = He was one of the principal contributors to Ayurveda, a system of medicine and lifestyle developed in ancient India, and is often called the 'Father of Ayurveda'. • **'Charaka Samhita'** — This foundational text attributes the compilation of Ayurveda principles to Charaka, emphasizing holistic healing and preventive health. • 💡 Wrong-option analysis: [Patanjali]: He is revered as the compiler of the Yoga Sutras, a foundational text of Yoga philosophy; [Sushruta]: He was an ancient Indian physician and surgeon, author of 'Sushruta Samhita', known as the 'Father of Surgery'; [Vagbhata]: He was one of the most influential classical writers of Ayurveda, known for 'Ashtanga Hrudayam'.
Who was the first Indian mathematician to provide the correct formula for the value of Pi (π) up to four decimal places?
Correct Answer: B. Aryabhata
• **Aryabhata** = He was the first great mathematician-astronomer from the classical age of Indian mathematics and Indian astronomy, who provided a precise approximation for Pi (π). • **3.1416** — In his work 'Aryabhatiya', Aryabhata calculated the value of Pi to be 3.1416, noting it as an approximation, which was remarkably accurate for his time. • 💡 Wrong-option analysis: [Bhaskara I]: He was a 7th-century Indian mathematician who wrote on the works of Aryabhata; [Brahmagupta]: He was a 7th-century Indian mathematician and astronomer, known for his work on number theory and algebra; [Varahamihira]: He was an ancient Indian astronomer and mathematician, author of 'Brihat Samhita'.