A Manual of Descriptive Geometry With Numerous Problems
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In our eReader you can find the full English version of the book. Read A Manual of Descriptive Geometry With Numerous Problems Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book A Manual of Descriptive Geometry With Numerous Problems
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To quickly assess the difficulty of the text, read a short excerpt:
Construct the base of the cone and the rq. tangent. By counter-revolu- tion the two necessary intersecting lines will appear.
Peob. 66. Consider the gn. pt. the vertex of a cone of rev- olution whose axis is -L to the gn. plane and whose elements make the ^ fi. with that plane. Find the axis of this cone, the radius of its base and the pt. where its axis pierces the gn.
plane. In the developed position of the gn. plane find the pt.
in which the base of the cone cuts the gn. line. By counter- re...volution two pts. wiU appear for determining the rq. line.
In general, two solutions.
Peob. 67. Designate the face 2(^s by a, p, y, then- opposite dihedral ^ s by ^, B, C. Assume one face ^, as /3, in if with the edge between a and /3 _L to G*. Construct the ^ a in if adjacent to and on one side of /3 ; the ^ y in fl" adjacent to and on the other side of y8. Let the common vertex of a, ^, y, be 0. This will be the vertex of two cones of revolution, any pt. besides (0) in whose common element is sought.
What to read after A Manual of Descriptive Geometry With Numerous Problems?
You can find similar books in the "Read Also" column, or choose other free books by Clarence Abiathar Waldo to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Construct the base of the cone and the rq. tangent. By counter-revolu- tion the two necessary intersecting lines will appear.
Peob. 66. Consider the gn. pt. the vertex of a cone of rev- olution whose axis is -L to the gn. plane and whose elements make the ^ fi. with that plane. Find the axis of this cone, the radius of its base and the pt. where its axis pierces the gn.
plane. In the developed position of the gn. plane find the pt.
in which the base of the cone cuts the gn. line. By counter- re...volution two pts. wiU appear for determining the rq. line.
In general, two solutions.
Peob. 67. Designate the face 2(^s by a, p, y, then- opposite dihedral ^ s by ^, B, C. Assume one face ^, as /3, in if with the edge between a and /3 _L to G*. Construct the ^ a in if adjacent to and on one side of /3 ; the ^ y in fl" adjacent to and on the other side of y8. Let the common vertex of a, ^, y, be 0. This will be the vertex of two cones of revolution, any pt. besides (0) in whose common element is sought.
What to read after A Manual of Descriptive Geometry With Numerous Problems?
You can find similar books in the "Read Also" column, or choose other free books by Clarence Abiathar Waldo to read onlineMoreLess
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