Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner
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printed for William Mount and Thomas Page, at the Postern on Tower-Hill
M,DCC,XLII. [1742]
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245 | 1 | 0 | |a Sherwin's mathematical tables |b contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
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illustrated | Not Illustrated |
index_date | 2024-09-19T15:57:26Z |
indexdate | 2024-09-27T17:03:59Z |
institution | BVB |
language | English |
oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-034423612 |
oclc_num | 1422499734 |
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physical | Online-Ressource ([10],46,64,[308]Seiten,plates) 8° |
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publishDate | 1742 |
publishDateSearch | 1742 |
publishDateSort | 1742 |
publisher | printed for William Mount and Thomas Page, at the Postern on Tower-Hill |
record_format | marc |
spellingShingle | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner Logarithms Early works to 1800 |
title | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
title_alt | Mathematical tables |
title_auth | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
title_exact_search | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
title_exact_search_txtP | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
title_full | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
title_fullStr | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
title_full_unstemmed | Sherwin's mathematical tables contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
title_short | Sherwin's mathematical tables |
title_sort | sherwin s mathematical tables contriv d after a most comprehensive method containing dr wallis s account of logarithms dr halley s and mr sharp s ways of constructing them with dr newton s contraction of brigg s logarithms viz a table of logarithms of the numbers from 1 to 101000 with the means to find readily the logarithm of any number and the number of any logarithm to seven places of figures and tables of natural and logarithmic sines tangents secants and versed sines to every minute of the quadrant with the explication and use prefix d the third edition carefully revised and corrected by william gardiner |
title_sub | contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner |
topic | Logarithms Early works to 1800 |
topic_facet | Logarithms Early works to 1800 |
url | http://nl.sub.uni-goettingen.de/id/1025100600?origin=/collection/nlh-ecc |
work_keys_str_mv | UT mathematicaltables |