A progression in arithmetical progression: to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent
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| Main Author: | |
|---|---|
| Format: | Electronic eBook |
| Language: | English |
| Published: |
S.l.
s.n
[1680]
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| Subjects: | |
| Online Access: | BSB01 LCO01 SBR01 UBA01 UBG01 UBM01 UBR01 UBT01 UEI01 UER01 Volltext |
| Item Description: | Copy cropped. - Imprint from Wing. - Reproduction of the original in the British Library. - Wing (2nd ed.), W64 |
| Physical Description: | Online-Ressource |
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| spelling | J. W. Verfasser aut A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent S.l. s.n [1680] Online-Ressource txt rdacontent c rdamedia cr rdacarrier Copy cropped. - Imprint from Wing. - Reproduction of the original in the British Library. - Wing (2nd ed.), W64 Online_Ausgabe Ann Arbor, Mich UMI 1999- Early English books online Sonstige Standardnummer des Gesamttitels: 20723581 Digital version of: (Early English books, 1641-1700 ; 1877:23) s1999 aAlgebra vEarly works to 1800 aMathematics vEarly works to 1800 Mathematik Algebra Early works to 1800 Mathematics Early works to 1800 Reproduktion von J. W. A progression in arithmetical progression [1680] https://search.proquest.com/docview/2240883609 Volltext |
| spellingShingle | J. W. A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent aAlgebra vEarly works to 1800 aMathematics vEarly works to 1800 Mathematik Algebra Early works to 1800 Mathematics Early works to 1800 |
| title | A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| title_auth | A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| title_exact_search | A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| title_exact_search_txtP | A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| title_full | A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| title_fullStr | A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| title_full_unstemmed | A progression in arithmetical progression to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| title_short | A progression in arithmetical progression |
| title_sort | a progression in arithmetical progression to the speedy suming up of any totals of roots squares or cubes as effectually as now is used only in numbers with various uses thereof with some things very remarkable in that mystical number 666 also affording ease in the extracting of cubick roots and the framing of cubes to imperfect roots by j w of brandon in com warwick gent |
| title_sub | to the speedy suming up of any totals of roots, squares, or cubes as effectually as now is used only in numbers, with various uses thereof. With some things very remarkable in that mystical number, 666. Also affording ease in the extracting of cubick roots; and the framing of cubes to imperfect roots. By J.W. of Brandon in Com'Warwick, gent |
| topic | aAlgebra vEarly works to 1800 aMathematics vEarly works to 1800 Mathematik Algebra Early works to 1800 Mathematics Early works to 1800 |
| topic_facet | aAlgebra vEarly works to 1800 aMathematics vEarly works to 1800 Mathematik Algebra Early works to 1800 Mathematics Early works to 1800 |
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