Note-Book on Practical, Solid, or Descriptive Geometry, by J. H. Edgar and G. S. Pritchard
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Note-Book on Practical, Solid, or Descriptive Geometry, by J. H. Edgar and G. S. Pritchard

Note-Book on Practical, Solid, or Descriptive Geometry, by J. H. Edgar and G. S. Pritchard


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About the Book

This historic book may have numerous typos and missing text. Purchasers can download a free scanned copy of the original book (without typos) from the publisher. Not indexed. Not illustrated.1880 Excerpt: ... The student on referring to the parallel problem, "Tangent-Planes to Spheres," will not be at a loss for several possible solutions, the easiest of which is to envelop the surface by a cylinder with generatrices parallel to the given line. A tangent-plane to this cylinder through any point in the line will satisfy the conditions. 3. Determine a tangent-plane to a surface of revolution that shall make an angle 60 with H.P. and contain a given point, P, in space. Make P the vertex of a cone enveloping the surface of revolution, and determine a tangent-plane to this cone that shall make an angle of 00 with H.P. This will be the plane required. 4. To draw a normal to a surface of revolution parallel to a given straight line. Determine a meridian section of the surface by a plane parallel to the given straight line, and a tangent line to the curve at right angles to the projection of this line upon the plane. A perpendicular to the tangent line, through the point of contact, will be the required normal. 5. To draw a tangent-plane to a given surface of revolution parallel to a given plane. Draw a perpendicular to the given plane and a normal parallel to this line. The required tangent-plane may then be determined at right angles to the normal through the point in which it meets the surface. The Hyperbolo1d Of Revolut1on Of One Sheet. This surface is a particular case of a surface of greater generality known as the Hyperboloid of one Sheet. It is an undevelopable Ruled surface admitting of several modes of generation, one of which is, by the revolution of an hyperbola about its conjugate axis, whence the name. It will be treated here as a Twisted Surface of Revolution, generated by a straight line revolving about an axis not iri the same plane with it; and the con...


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Product Details
  • ISBN-13: 9781150154041
  • Publisher: General Books
  • Publisher Imprint: General Books
  • Height: 246 mm
  • No of Pages: 58
  • Spine Width: 3 mm
  • Width: 189 mm
  • ISBN-10: 1150154047
  • Publisher Date: 01 Feb 2012
  • Binding: Paperback
  • Language: English
  • Returnable: N
  • Weight: 122 gr


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Note-Book on Practical, Solid, or Descriptive Geometry, by J. H. Edgar and G. S. Pritchard
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