"वर्गमूल निकालने की विधियाँ": अवतरणों में अंतर
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पंक्ति 20:
: ''वर्गाद्वर्गे शुद्धे लब्धं स्थानान्तरे मूलम़्॥
: (अनुवाद : (Having subtracted the greatest possible square from the last odd place nd then having written down the square root of the number subtracted in the line of the square root) always divide the even place (standing on the right) by twice the square root। hen, having subtracted the square (of the quotient) from the odd place (standing on the ght), set down the quotient at the next place (i.e., on the right of the number already
written in the line of the square root). This is the square root. (Repeat the process if there are still digits on the right)
पंक्ति 67:
* [https://web.archive.org/web/20041204131752/http://www.shef.ac.uk/~pm1afj/maths/jarvisspec02.pdf Square roots by subtraction]
* [https://web.archive.org/web/20101121133912/http://andrijar.com/algorithms/algorithms.htm#qusr Integer Square Root Algorithm by Andrija Radović]
* [https://www.mathtricks.in/2020/09/Wargmul-ghanmul-.html वर्गमूल एवं घनमूल निकालने की विधि]
[[श्रेणी:मूल निकालने की विधियाँ]]
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