Mathematical dissertaions on a variety of physical and analytical subjects: Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Elektronisch E-Book |
| Sprache: | English |
| Veröffentlicht: |
London
Printed for T. Woodward, at the Half-Moon, between the two Temple-Gates in Fleetstreet
1743
|
| Schlagworte: | |
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| Beschreibung: | English Short Title Catalog, T78424 Reproduction of original from British Library Vertical chain lines |
| Beschreibung: | Online-Ressource (viii,168Seiten) ill 4° |
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| spelling | Simpson, Thomas 1710-1761 Verfasser aut Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson London Printed for T. Woodward, at the Half-Moon, between the two Temple-Gates in Fleetstreet 1743 Online-Ressource (viii,168Seiten) ill 4° txt rdacontent c rdamedia cr rdacarrier English Short Title Catalog, T78424 Reproduction of original from British Library Vertical chain lines Online-Ausg Farmington Hills, Mich Cengage Gale 2009 Eighteenth Century Collections Online Electronic reproduction; Available via the World Wide Web |2009|||||||||| Mathematics Early works to 1800 http://nl.sub.uni-goettingen.de/id/1641000100?origin=/collection/nlh-ecc Verlag Volltext |
| spellingShingle | Simpson, Thomas 1710-1761 Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson Mathematics Early works to 1800 |
| title | Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| title_auth | Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| title_exact_search | Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| title_exact_search_txtP | Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| title_full | Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| title_fullStr | Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| title_full_unstemmed | Mathematical dissertaions on a variety of physical and analytical subjects Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| title_short | Mathematical dissertaions on a variety of physical and analytical subjects |
| title_sort | mathematical dissertaions on a variety of physical and analytical subjects containing among other particulars a demonstration of the true figure which the earth or any planet must acquire from its rotation about an axis a general investigation of the attraction at the surfaces of bodies nearly spherical a determination of the meridional parts and the lengths of the several degrees of the meridian accoding to the true figure of the earth an investigtion of the height of the tides in the ocean a new theory of astronomical refractions with exact tables deduced therefrom a new and very exact method for approximating the roots of equations in numbers that quintuples the number of places at each operation several new methods for the summation of series some new and very useful improvements in the inverse method of fluxions the whole in a general and perspicuous manner by thomas simpson |
| title_sub | Containing, among other particulars, a demonstration of the true figure which the Earth, or any planet must acquire from its rotation about an axis. A general investigation of the attraction at the surfaces of bodies nearly spherical. A determination of the meridional parts, and the lengths of the several degrees of the meridian, accoding to the true figure of the Earth. An investigtion of the height of the tides in the ocean. A new theory of astronomical-refractions, with exact tables deduced therefrom. A new and very exact method for approximating the roots of equations in numbers; that quintuples the number of places at each operation. Several new methods for the summation of series. Some new and very useful improvements in the inverse method of fluxions. The whole in a general and perspicuous manner. By Thomas Simpson |
| topic | Mathematics Early works to 1800 |
| topic_facet | Mathematics Early works to 1800 |
| url | http://nl.sub.uni-goettingen.de/id/1641000100?origin=/collection/nlh-ecc |
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