An edition of An attempt to demonstrate, that all the phoenomena [sic] in nature may be explained by two simple active principles, attraction and repulsion (1748)

An attempt to demonstrate, that all the phoenomena [sic] in nature may be explained by two simple active principles, attraction and repulsion

wherein the attractions of cohesion, gravity, and magnetism, are shewn to be one and the same, and the phoenomena of the latter are more particularly explained

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Cover of: An attempt to demonstrate, that all the phoenomena [sic] in nature may be explained by two simple active principles, attraction and repulsion by Gowin Knight
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Last edited by MARC Bot
August 26, 2021 | History
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An edition of An attempt to demonstrate, that all the phoenomena [sic] in nature may be explained by two simple active principles, attraction and repulsion (1748)

An attempt to demonstrate, that all the phoenomena [sic] in nature may be explained by two simple active principles, attraction and repulsion

wherein the attractions of cohesion, gravity, and magnetism, are shewn to be one and the same, and the phoenomena of the latter are more particularly explained

by

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

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Publish Date
Publisher
[publisher not identified]
Language
English
Pages
95

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Previews available in: English

Subjects
Physics, Early works to 1800, Attractions, Magnetics, Magnetism

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Edition Availability
Cover of: An attempt to demonstrate, that all the phoenomena [sic] in nature may be explained by two simple active principles, attraction and repulsion
An attempt to demonstrate, that all the phoenomena [sic] in nature may be explained by two simple active principles, attraction and repulsion: wherein the attractions of cohesion, gravity, and magnetism, are shewn to be one and the same, and the phoenomena of the latter are more particularly explained
1748, [publisher not identified]
in English

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Book Details

Edition Notes

Collation includes preliminary blank leaf.

ESTC T069643.

ESTC T69643.

Published in
London]

The Physical Object

Pagination
4 unnumbered pages, 95 pages, 1 unnumbered page
Number of pages
95

ID Numbers

Open Library
OL33105754M
Internet Archive
b30782156

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