Examples of using Conic in English and their translations into Tagalog
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The book he read at this stage of his education which he found most attractive was a Japanese translation of Salmon 's A treatise on conic sections.
to go on to statics, dynamics, conic sections and the first three sections of Newton 's"Principia"….
Salmon 's text on the analytic geometry of conic sections.
then the remaining vertices describe a conic section or a straight line.
having been interpolated into Diophantus's original text, and another commentary on Apollonius of Perga's treatise on conic sections, which has not survived.
In this work Maclaurin considers the geometric problem of finding the difference between the volume of the frustum of a solid of revolution which is generated by a conic section and the volume of the cylinder of the same height as the frustum having diameter equal to that of the frustum at the midpoint of its height.
the solid of revolution generated by a conic and the hyperbolic acute solid.
On a nine-point conic;
Note on the nine-point conic;
What's the height of that conic?
La Hire worked on conic sections which he treated projectively.
the Treatise on Demonstration of Problems of Algebra which contained a complete classification of cubic equations with geometric solutions found by means of intersecting conic sections.
particularly to the problem of normals to conic sections and second degree surfaces.
non-euclidean geometry as special cases a projective surface with a specific conic section adjoined.
as did a treatise on conic sections that he wrote for the benefit of his students.
In the first volume he discussed differential equations, conic sections and elliptic orbits,
A Geometrical Treatise on the Conic Sections with an Appendix Containing Formulae for their Quadrature(1838)
Perhaps even more remarkable is the fact that Khayyam states that the solution of this cubic requires the use of conic sections and that it cannot be solved by ruler and compass methods,
These four treatises on conic sections, higher plane curves,
A treatise on conic sections 1848.