Ancient Indian Mathematics Quiz

According to the provided text, what is a fundamental basis for modern scientific discoveries?

• The use of standardized trade goods

• The use of well-defined number systems, units of measurement, and computational mechanisms

• The invention of the binary system

• The development of international trade

What was a standardized unit of measurement for street widths in the Indus-Saraswati Civilization city of Kalibangam?

• The meter

• The foot

• The Dhanuṣas

• The cubit

According to the table, how many Trasreņus are in one Vedha?

• 3

• 18

• 100

• 6

How many Nādikās are equivalent to one Muhūrta?

• 15

• 2

• 7.5

• 3

Based on the 'Ancient Indian Measures for Time' table, how many human years are in a Mahā-yuga?

• 360

• 36,000

• 4,32,00,00,00,000

• 43,20,00,000

The text states that in ancient India, a Kalpa is how many times the length of a Mahā-yuga?

• 1000

• 100

• 360

• 12000

Which of the following is listed as a salient feature of the Indian numeral system?

• The use of letters for calculation

• The concept of a binary system

• The concept of zero and its use beyond being a placeholder

• The absence of unique number names for large numbers

According to the text, which number system was developed in India and used a set of ten symbols, each with a place value and an absolute value?

• The binary system

• The decimal system

• The Roman numeral system

• The Babylonian system

Which ancient text contains a reference to the number 10421?

• Rāmāyaṇam

• Līlāvatī

• Lalitavistāra-sūtra

• Taittirīya-upaniṣad

The number 1062 is referred to as Mahaugha in which text?

• Jain canonical works

• Lalitavistāra-sūtra

• Rāmāyaṇam (Yuddha-kānda)

• Kāccāyana's Pāli Grammar