Mr Wingate's arithmetick: containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden
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1. Verfasser: | |
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Format: | Elektronisch E-Book |
Sprache: | English |
Veröffentlicht: |
London
printed for John Williams, and are to be sold by the booksellers of London and Westminster
1694
|
Schlagworte: | |
Online-Zugang: | BSB01 LCO01 SBR01 UBA01 UBG01 UBM01 UBR01 UBT01 UEI01 UER01 Volltext |
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Beschreibung: | Online-Ressource ill., tables |
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spelling | Wingate, Edmund Verfasser aut Arithmetick Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden Arithmetique made easie Appendix, containing choice knowledge in arithmetick, both practical and theoretical London printed for John Williams, and are to be sold by the booksellers of London and Westminster 1694 Online-Ressource ill., tables txt rdacontent c rdamedia cr rdacarrier Divisional title on T4r reads in part, "An appendix, containing choice knowledge in arithmetick, both practical and theoretical". - Illustrated with diagrams and practical tables of measurement. - Includes contents leaves for both parts of the work. - Preface signed by John Kersey, who also wrote the "Appendix", pp. [303]-544. - Reproduction of original in the University of Illinois (Urbana-Champaign Campus). Library. - Text is continuous despite pagination. - Wing (2nd ed.), W3004 Online_Ausgabe Ann Arbor, Mich UMI 1999- Early English books online Sonstige Standardnummer des Gesamttitels: 20723581 Digital version of: (Early English books, 1641-1700 ; 1942:16) s1999 aArithmetic vEarly works to 1800 Arithmetic Early works to 1800 Kersey, John Sonstige oth Reproduktion von Wingate, Edmund Mr Wingate's arithmetick 1694 https://search.proquest.com/docview/2240870237 Volltext |
spellingShingle | Wingate, Edmund Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden aArithmetic vEarly works to 1800 Arithmetic Early works to 1800 |
title | Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
title_alt | Arithmetick Arithmetique made easie Appendix, containing choice knowledge in arithmetick, both practical and theoretical |
title_auth | Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
title_exact_search | Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
title_exact_search_txtP | Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
title_full | Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
title_fullStr | Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
title_full_unstemmed | Mr Wingate's arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
title_short | Mr Wingate's arithmetick |
title_sort | mr wingate s arithmetick containing a plain and familiar method for attaining the knowledge and practice of common arithmetick the ninth edition very much enlarged first composed by edmund wingate late of grays inn esquire afterwards upon mr wingate s request enlarged in his life time also since his decease carefully revised and much improved as will appear by the preface and table of contents by john kersey teacher of the mathematicks at the sign of the globe in shandois street in covent garden |
title_sub | containing a plain and familiar method for attaining the knowledge and practice of common arithmetick. The ninth edition, very much enlarged. First composed by Edmund Wingate late of Grays-Inn, Esquire. Afterwards, upon Mr. Wingate's request, enlarged in his life-time: also since his decease carefully revised, and much improved, as will appear by the preface, and table of contents, by John Kersey, teacher of the mathematicks, at the sign of the Globe in Shandois-street in Covent-Garden |
topic | aArithmetic vEarly works to 1800 Arithmetic Early works to 1800 |
topic_facet | aArithmetic vEarly works to 1800 Arithmetic Early works to 1800 |
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