An edition of Universal arithmetick: or, A treatise of arithmetical composition and resolution: to which is added, Dr. Halley's method of finding the roots of aequations arithmetically (1720)

Universal arithmetick: or, A treatise of arithmetical composition and resolution.

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Cover of: Universal arithmetick: or, A treatise of arithmetical composition and resolution. by Written in Latin by Sir Isaac Newton. Translated by the late Mr. Ralphson; and rev. and cor. by Mr. Cunn. To which is added, a treatise upon the measures of ratios, by James Maguire, A.M. The whole illustrated and explained, in a series of notes, by the Rev. Theaker Wilder ...
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Last edited by MARC Bot
December 29, 2022 | History
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An edition of Universal arithmetick: or, A treatise of arithmetical composition and resolution: to which is added, Dr. Halley's method of finding the roots of aequations arithmetically (1720)

Universal arithmetick: or, A treatise of arithmetical composition and resolution.

by

  • 0 Ratings
  • 1 Want to read
  • 0 Currently reading
  • 0 Have read

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Publish Date
Publisher
Printed for W. Johnston
Language
English

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Previews available in: English

Subjects
Early works to 1800, Algebra, Theory of Equations, Analytic Geometry

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Edition Availability
Cover of: Universal arithmetick: or, A treatise of arithmetical composition and resolution.
Universal arithmetick: or, A treatise of arithmetical composition and resolution.
1769, Printed for W. Johnston
in English
Libraries near you: WorldCat
Cover of: Universal arithmetick, or, A treatise of arithmetical composition and resolution
Universal arithmetick, or, A treatise of arithmetical composition and resolution: to which is added, Dr. Halley's method of finding the roots of aequations arithmetically
1720, Printed for J. Senex ..., W. Taylor ..., T. Warner ... and J. Osborn ...
in English
Cover of: Universal arithmetick; or, A treatise of arithmetical composition and resolution...
Universal arithmetick; or, A treatise of arithmetical composition and resolution...
1720, Printed for J. Senex, T. Warner, W. Taylor and J. Osborn
in English

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Book Details

Published in

London

Edition Notes

Paged continuously.
"Of the methods by which you may approximate to the roots of numeral equations", By Colin MacLaurin: p. [505]-536.

Classifications

Library of Congress
QA35 .N564

The Physical Object

Pagination
2 v. in 1.

ID Numbers

Open Library
OL6903153M
Internet Archive
universalarithm00wildgoog
LCCN
01003431
OCLC/WorldCat
14067765

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History

Download catalog record: RDF / JSON / OPDS | Wikipedia citation
December 29, 2022 Edited by MARC Bot import existing book
September 14, 2020 Edited by MARC Bot import existing book
May 20, 2020 Edited by CoverBot Added new cover
August 4, 2016 Edited by Jessamyn West undo merge authors
April 1, 2008 Created by an anonymous user Imported from Scriblio MARC record.