Young, George, jr, Baxter, Hubert Eugene, joint author · New York, The Macmillan Co. · leaf 182
sufficient for most cases.It is sometimes called the slicing method. The necessary variations have to do chieflywith the positions of the cutting planes. It should be recog-nized that any position of a cutting plane will yield points onthe required line. It is obvious, however, that the solution is… … Fig. 161 166 DESCRIPTIVE GEOMETRY [VIII, § 150 150. To Find the Line of Intersection betvsreen a Plane anda Cylinder (or a Cone). I. Right Circular Cone Resting on //. In Fig. 162,let the cone and the plane Z be given, and let their line ofintersection be required. In drawing the figure, planes…
Geometry, Descriptive
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