An Elementary Course in Synthetic Projective Geometry by Derrick Norman Lehmer
page 7 of 156 (04%)
page 7 of 156 (04%)
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CHAPTER IV - POINT-ROWS OF THE SECOND ORDER
60. Point-row of the second order defined 61. Tangent line 62. Determination of the locus 63. Restatement of the problem 64. Solution of the fundamental problem 65. Different constructions for the figure 66. Lines joining four points of the locus to a fifth 67. Restatement of the theorem 68. Further important theorem 69. Pascalâs theorem 70. Permutation of points in Pascalâs theorem 71. Harmonic points on a point-row of the second order 72. Determination of the locus 73. Circles and conics as point-rows of the second order 74. Conic through five points 75. Tangent to a conic 76. Inscribed quadrangle 77. Inscribed triangle 78. Degenerate conic PROBLEMS CHAPTER V - PENCILS OF RAYS OF THE SECOND ORDER 79. Pencil of rays of the second order defined 80. Tangents to a circle 81. Tangents to a conic 82. Generating point-rows lines of the system 83. Determination of the pencil 84. Brianchonâs theorem 85. Permutations of lines in Brianchonâs theorem 86. Construction of the penvil by Brianchonâs theorem |
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