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A Conic Can Be Drawn through Any Five Points

Tersimpan di:
Main Author: Budden, E.
Format: Article
Terbitan: , 1898
Online Access: https://zenodo.org/record/2487202
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Lihat Juga

  • Note on the Equation of the Two Planes which can he drawn, through Two given Points to touch a Quadric
    oleh: Taylor, H. M.
    Terbitan: (1879)
  • The Conic Determined by Five Given Points
    oleh: Macaulay, F. S.
    Terbitan: (1896)
  • 52. The Locus of the Centres of Conics Inscribed in a Given Quadrilateral Is the Straight Line Joining the Mid-Points of the Diagonals
    oleh: Daniels, A. E.
    Terbitan: (1898)
  • 67. Circles Are Drawn through Two Fixed Points. Trace the Path of a Point Which Cuts Them All at the Same Angle
    oleh: Macaulay, F. S.
    Terbitan: (1898)
  • 63. A Theorem of Infinitesimals, Applied to Conics
    oleh: M'Vicker, C. E.
    Terbitan: (1898)

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