Fig. 36.
If, instead of one square within another, it be required to draw one circle within another, the dimensions of both being given, inclose each circle in a square. Draw the squares first, and then the circles within, as in [Fig. 36.]
Fig. 35.
[Footnote 23: ] If either of the sides of the greater square is parallel to the plane of the picture, as D G in [Fig. 35.], D G of course must be equal to A C, and D H equal to B C/2, and the construction is as in [Fig. 35.]] [Return to text]
[p47]
][PROBLEM XIV.]
TO DRAW A TRUNCATED CIRCULAR CONE, GIVEN IN POSITION AND MAGNITUDE, THE TRUNCATIONS BEING IN HORIZONTAL PLANES, AND THE AXIS OF THE CONE VERTICAL.
Let A B C D, [Fig. 37.], be the portion of the cone required.