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" In his time the conic sections were admitted into geometry, and he applied himself closely to the measuring of them as well as other figures. Accordingly he determined the relations of spheres, spheroids, and conoids, to cylinders and cones ; and the... "
A Treatise on Mensuration: Both in Theory and Practice - Page 86
by Charles Hutton - 1770 - 646 pages
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A New and Enlarged Military Dictionary: Or, Alphabetical Explanation of ...

Charles James - 1805 - 1236 pages
...measuring of them as well as other figures. Accordingly lie determined the relations of spheres, spheroids, and conoids, to cylinders and cones; and the relations of parabolas to rectilineal planes whose quadratures had long before been determined by Euclid. He hath left us also...
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The British Encyclopedia, Or Dictionary of Arts and Sciences ..., Volume 1

William Nicholson - 1809 - 716 pages
...measuring of them, as well as other figures. AccmJingly he determined the relations of spheres, spheroids, and conoids to cylinders and cones ; and the relations of parabolas to rectilineal p'anes whose quadratures had long before been determined by Euclid. He has left us also...
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A Military Dictionary: Or, Explaination of the Several Systems of Discipline ...

William Duane - 1810 - 774 pages
...times the conic sections were admitted in geometry, and he applied himself closely to the measuring ot them as well as other figures. Accordingly he determined the relations of spheres, spheroids, and conoids, to cylinders and cones; and the relations of parabolas to rcctilinc?!...
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The General Biographical Dictionary, Volume 2

Alexander Chalmers - 1812 - 540 pages
...time the conic sections were admitted into geometry, and he applied himself closely to the measuring of them as well as other figures. Accordingly he determined the relations of spheres, spheroids, and conoids, to cylinders and cones ; and the relations of parabolas to rectilineal...
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The General Biographical Dictionary: Containing an Historical and ..., Volume 2

Alexander Chalmers - 1812 - 544 pages
...time the conic sections were admitted into geometry, and he applied himself closely to the measuring of them as well as other figures. Accordingly he determined the relations of spheres, spheroids, and conoids, to cylinders and cones ; and the relations of parabolas to rectilineal...
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American Edition of the British Encyclopedia: Or, Dictionary of ..., Volume 1

William Nicholson - 1819 - 432 pages
...time the conic sections were admitted into geometry ,and he applied himself closely to the measuring of them, as well as other figures. Accordingly he determined the relations of spheres, spheroids, and conoids, to cylinders and cones ; and the relations of parabolas to rcctilinealplancs,...
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A New Universal Biography: First series, from the creation to the birth of ...

John Platts - 1825 - 1006 pages
...time the conic sections were admitted into geometry, and he applied himself closely to the measuring of them, as well as other figures. Accordingly he determined the relations of spheres, spheroids, and conoids to cylinders and cones ; and the relations of parabolas to rectilineal...
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Euclid's Elements of geometry, transl. To which are added, algebraic ...

Euclides - 1826 - 226 pages
...measuring of conic sections, as well as other figures. He determined the relations of spheres, spheroids, and conoids, to cylinders and cones, and the relations of parabolas to rectilineal planes, whose quadratures had long before been determined in geometry. He also proved that...
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A Familiar Introduction to the Arts Sciences: With Original Introductory ...

Jeremiah Joyce - 1852 - 430 pages
...time the conic sections were admitted in geometry, and he applied himself closely to the measuring of them, as well as other figures. Accordingly he determined the relations of spheres, spheriods, and coniods, to cylinders and cones; and the relations of parabolas to rectilineal...
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The Human Mind: A Discourse on Its Acquirements and History

Stephen Watson Fullom - 1858 - 356 pages
...figures, together with some of older date, and finally determined the relations of spheres, spheroids, and conoids to cylinders and cones, and the relations of parabolas to rectilineal planes. But his most subtle demonstrations refer to the circle, whose magic and perfect...
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