Paper, 'Conjectures as to Cardan's rule having been discovered by Scipio Terreus' by Francis Maseres
Reference number: L&P/7/143
Date: 1780
Description
Subject: Mathematics
Published in Philosophical Transactions, as 'A conjecture concerning the method by which Cardan's rules for resolving the cubic equation x3-qx=r in the first case of it (or when r is greater than 29vq—3v3, or rr—4 is greater than q3—27) were probably discovered by Scipio Ferreus, of Bononia, or whoever else was the first inventor of them'
Read 24 February 1780
- Reference number
- L&P/7/143
- Earliest possible date
- 1780
- Physical description
- Ink on paper
- Page extent
- 26 pages
- Format
- Manuscript
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Citation
Francis Maseres, Paper, 'Conjectures as to Cardan's rule having been discovered by Scipio Terreus' by Francis Maseres, 1780, L&P/7/143, The Royal Society Archives, London, https://makingscience.royalsociety.org/items/l-and-p_7_143/paper-conjectures-as-to-cardans-rule-having-been-discovered-by-scipio-terreus-by-francis-maseres, accessed on 15 January 2026
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Related Publications
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XII. A conjecture concerning the method by which Cardan's rules for resolving the cubic equation x 3 -qx=r in the first case of it (or when r is greater than 29√q—3√3, or r r —4 is greater than q 3 —27) were probably discovered by Scipio Ferreus, of Bononia, or whoever else was the first inventor of them External link, opens in new tab.
Date: 31st December 1780
DOI: 10.1098/rstl.1780.0012
Hierarchy
This item is part of:
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Letters and Papers of a scientific nature submitted for publication by the Royal Society
1741-1806 Reference number: L&P -
Decade 7 of scientific letters and papers submitted for publication by the Royal Society
1778-1782 Reference number: L&P/7
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Francis Maseres
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Letters and Papers
'Letters and Papers' contains the scientific correspondence sent to the Royal Society through the 18th century, many of which were published in its journal.
Dates: 1741 - 1806
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