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Proofs of Steiner's Theorems relating to Circumscribed and Inscribed Conics

Tersimpan di:
Main Author: Mathews, G. B.
Format: Article eJournal
Terbitan: , 1890
Online Access: https://zenodo.org/record/2412614
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Lihat Juga

  • XXVI. Demonstration of Pascal's theorem relative to the hexagon inscribed in a conic section
    oleh: Rutherford, William
    Terbitan: (1843)
  • 263. Alternative Proof of a Standard Theorem in Geometrical Conics
    oleh: Workman, W. P.
    Terbitan: (1908)
  • 91. If One Focus of a Conic Inscribed in a Triangle Lies on the Line Joining the Circum- and the Ortho-Centres of the Triangle, the Locus of the Other Focus Will Be an Equilateral Hyperbola Circumscribing the Triangle and Passing through Its Circum-Centre
    oleh: Dyer, J. M.
    Terbitan: (1900)
  • On a Symbolic Proof of Fourier's Theorem
    oleh: Filon, L. N. G.
    Terbitan: (1913)
  • On certain Quartic Curves of the Fourth Class and the Porism of the Inscribed and Circumscribed Polygon
    oleh: Roberts, R. A.
    Terbitan: (1891)

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