Elements of Descriptive Geometry With Applications to Isometric Projection And
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Ac- cording to analysis this is the revolved position of a line of the required plane. In true position this line pierces H at d p a point in the required horizontal trace ; and pierces V at ', a point in the required vertical trace. The two traces S-s f and S-s 1 are now located.
The element of tangency is that one determined by the point K. Since through O H another straight line may be drawn tangent to the circle c w another plane answering the conditions of the problem may be constructed.
C...heck. Through some point of the element of tangency draw a profile plane cutting from the cylinder a circle. A rectilinear tan- gent to this circle at the point assumed is a line of the required plane and should pierce H and V in the traces already located.
308. Problem 184. Given a cylinder in the third quadrant whose axis is oblique to H and V and whose base is a circle on V ; required to assume a point without the surface and to draw through this point a plane tangent to the cylinder.
SURFACES OF SINGLE CURVATURE 129 309.
What to read after Elements of Descriptive Geometry With Applications to Isometric Projection And?
You can find similar books in the "Read Also" column, or choose other free books by Otis Everett Randall to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Ac- cording to analysis this is the revolved position of a line of the required plane. In true position this line pierces H at d p a point in the required horizontal trace ; and pierces V at ', a point in the required vertical trace. The two traces S-s f and S-s 1 are now located.
The element of tangency is that one determined by the point K. Since through O H another straight line may be drawn tangent to the circle c w another plane answering the conditions of the problem may be constructed.
C...heck. Through some point of the element of tangency draw a profile plane cutting from the cylinder a circle. A rectilinear tan- gent to this circle at the point assumed is a line of the required plane and should pierce H and V in the traces already located.
308. Problem 184. Given a cylinder in the third quadrant whose axis is oblique to H and V and whose base is a circle on V ; required to assume a point without the surface and to draw through this point a plane tangent to the cylinder.
SURFACES OF SINGLE CURVATURE 129 309.
What to read after Elements of Descriptive Geometry With Applications to Isometric Projection And?
You can find similar books in the "Read Also" column, or choose other free books by Otis Everett Randall to read onlineMoreLess
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