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Indian HistoryHard

The Brihat-trayi, the three great texts of Ayurveda, consists of the Charaka Samhita, the Sushruta Samhita and which third work?

  1. A.Madhava Nidana
  2. B.Bhavaprakasha
  3. C.Ashtanga Hridaya
  4. D.Sharngadhara Samhita

Correct answer

C. Ashtanga Hridaya

Explanation

The correct answer is C, the Ashtanga Hridaya. The Brihat-trayi or great triad of Ayurveda is made up of the Charaka Samhita on internal medicine, the Sushruta Samhita on surgery and the Ashtanga Hridaya of Vagbhata, who also wrote the Ashtanga Sangraha. Options A, B and D are wrong because the Madhava Nidana on diagnosis, the Bhavaprakasha and the Sharngadhara Samhita together form the Laghu-trayi, the lesser triad, which are later and shorter compendia built on the three great texts. A question often turns on this pairing, so remember that Vagbhata belongs to the greater triad while Madhava, Sharngadhara and Bhavamishra belong to the lesser one, and that Ayurveda itself is called Ashtanga Ayurveda from its eight branches. Vagbhata's second work, the Ashtanga Sangraha, is sometimes offered as a distractor in place of the Ashtanga Hridaya, and both of them are his, so neither choice is a wrong author.

Read the full article: Science and Mathematics in Ancient India: Scholars and Texts

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Q1.Indian HistoryMedium

The Aryabhatiya, composed in 499 CE, is divided into which four parts?

  1. A.Gitikapada, Ganitapada, Kalakriyapada and Golapada
  2. B.Lilavati, Bijaganita, Grahaganita and Goladhyaya
  3. C.Gitikapada, Bijaganita, Golapada and Nidana
  4. D.Ganitapada, Rasayanapada, Kalapada and Jatakapada
Show answer
Correct answer: A. Gitikapada, Ganitapada, Kalakriyapada and Golapada

Aryabhata, born in 476 CE, wrote the Aryabhatiya in 499 CE in four sections: the Gitikapada on units of time and the large astronomical cycles, the Ganitapada on mathematics, the Kalakriyapada on the reckoning of time and planetary positions, and the Golapada on the celestial sphere.

Q2.Indian HistoryEasy

Who wrote the Brahmasphutasiddhanta in 628 CE, the first work to lay down rules for calculating with zero and with negative numbers?

  1. A.Aryabhata
  2. B.Brahmagupta
  3. C.Varahamihira
  4. D.Bhaskara II
Show answer
Correct answer: B. Brahmagupta

Brahmagupta composed the Brahmasphutasiddhanta in 628 CE, in which he treated zero as a number and not merely as a placeholder and gave rules for adding, subtracting and multiplying positive and negative quantities, which he called fortunes and debts; he also wrote the Khandakhadyaka and argued that bodies fall because…

Q3.Indian HistoryEasy

Lilavati, the celebrated work on arithmetic, is a part of which treatise and by which author?

  1. A.The Aryabhatiya of Aryabhata
  2. B.The Ganita Sara Sangraha of Mahaviracharya
  3. C.The Siddhanta Shiromani of Bhaskara II
  4. D.The Brihat Samhita of Varahamihira
Show answer
Correct answer: C. The Siddhanta Shiromani of Bhaskara II

Bhaskara II, also called Bhaskaracharya, wrote the Siddhanta Shiromani in 1150 CE in four parts, of which Lilavati deals with arithmetic, mensuration and problems of everyday calculation, Bijaganita with algebra, and Grahaganita and Goladhyaya with astronomy.

Q4.Indian HistoryEasy

The Sushruta Samhita is the foundational ancient Indian text on which branch of knowledge?

  1. A.Astronomy
  2. B.Surgery
  3. C.Metallurgy
  4. D.Grammar
Show answer
Correct answer: B. Surgery

The Sushruta Samhita is the classical manual of shalya chikitsa or surgery, describing surgical instruments, the removal of the cataract, the setting of fractures, the stitching of wounds and the rebuilding of a severed nose, for which Sushruta is remembered as the father of surgery and of plastic surgery.

Q5.Indian HistoryMedium

The Sulbasutras, which contain the earliest Indian geometry, are appendices to which class of texts?

  1. A.The Upanishads
  2. B.The Shrauta Sutras
  3. C.The Puranas
  4. D.The Jatakas
Show answer
Correct answer: B. The Shrauta Sutras

The Sulbasutras are appendices to the Shrauta Sutras and give the geometrical rules for laying out the brick altars of Vedic sacrifice, including the construction of squares and rectangles of a given area and the statement that the square on the diagonal equals the sum of the squares on the…