قراءة كتاب The philosophy of mathematics

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The philosophy of mathematics

The philosophy of mathematics

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دار النشر: Project Gutenberg
الصفحة رقم: 7
  • Descriptive Geometry    220
  • Algebraical Solutions    224
    1. Trigonometry    225
    2. Two Methods of introducing Angles    226
      1. 1. By Arcs    226
      2. 2. By trigonometrical Lines    226
    3. Advantages of the latter    226
    4. Its Division of trigonometrical Questions    227
      1. 1. Relations between Angles and trigonometrical Lines    228
      2. 2. Relations between trigonometrical Lines and Sides    228
    5. Increase of trigonometrical Lines    228
    6. Study of the Relations between them    230
  • CHAPTER III.
    • MODERN OR ANALYTICAL GEOMETRY    232
    • The analytical Representation of Figures    232
      1. Reduction of Figure to Position    233
      2. Determination of the position of a Point    234
    • Plane Curves    237
      1. Expression of Lines by Equations    237
      2. Expression of Equations by Lines    238
      3. Any change in the Line changes the Equation    240
      4. Every "Definition" of a Line is an Equation    241
      5. Choice of Co-ordinates    245
      6. Two different points of View    245
        1. 1. Representation of Lines by Equations    246
        2. 2. Representation of Equations by Lines    246
      7. Superiority of the rectilinear System    248
        1. Advantages of perpendicular Axes    249
    • Surfaces    251
      1. Determination of a Point in Space    251
      2. Expression of Surfaces by Equations    253
      3. Expression of Equations by Surfaces    253
    • Curves in Space    255
    • Imperfections of Analytical Geometry    258
      1. Relatively to Geometry   

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