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# Mathematics in Ancient and Medieval India c7.5

Mathematics in Ancient and Medieval India c7.5

- **Language:** English

### [c7.5](https://indike.org/pramana/ins.science.bag-1979.c7.5)

Addition was represented by simple juxtaposition of the terms or placing \*yu\* (\*yu\* means \*yuta\* or addition) in between the terms and subtraction by placing a plus sign (+) after the terms which is to be subtracted or a dot at its top; multiplication by placing the abbreviation \*gu\* (\*guṇa\* or \*guṇita\*) after the last term; division by putting the abbreviation \*bhā\* (\*bhāga\* or \*bhājita\*) in between the divisor and the dividend or by placing the divisor beneath the dividend; square-root by writing \*mū\* or \*ka\* (\*mūla\* or \*karaṇī\*) respectively after the terms and any one unknown quantity by the term \*yāvattāvat\* (\*Sthānāṅga-Sūtra\*), \*yadr̥cchā\*, \*vāñchā\*, \*kāmika\* (\*Bakhshālī Ms.\*) \*gulikā\* (Āryabhaṭa I) and \*avyakta\* (Brahmagupta, Śrīpati and Bhāskara II). Representation of several unknown terms involved in an equation was made by Brahmagupta (628 A. D.) by using abbreviation of names of several colours like, \*kā\* (\*for kālaka\* meaning black), \*nī\* (\*for nīlaka\* meaning blue) etc. For sign of equality, the terms \*dṛśya\* ( visible ) sometimes \*rūpa\* with used.

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## Cites (2)

- [Ṭhāṇaṃga](https://indike.org/pramana/in.jaina.sveta.anga.3) — Sudharman, Ardhamāgadhī Prakrit
- [Bakhshālī Manuscript](https://indike.org/pramana/in.astro.ganita.patibija.pracina.bakhshali) — Sanskrit

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Source: [https://indike.org/pramana/ins.science.bag-1979.c7.5](https://indike.org/pramana/ins.science.bag-1979.c7.5) · Pramāṇa
