Gravesande, Willem Jacob 's, An essay on perspective

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[181.] II. When the Perſpective Plane is inclined. Prob. III.
[182.] Prob. IV.
[183.] Remarks.
[184.] III. When the Perſpective Plane is Parallel or Horizontal. Prob. V.
[185.] Operation.
[186.] Demonstration.
[187.] Remarks.
[188.] Prob. VI.
[189.] Demonstration.
[190.] Prob. VII.
[191.] CHAP. IX.
[192.] Prob. I. 122. To draw Vertical Dials.
[193.] Demonstration.
[194.] Remark.
[195.] Prob. II. 123. To draw inclining Dials.
[196.] The Uſe of the Camera Obscura in Deſigning. Advertisement.
[197.] The Uſe of the Camera Obscura in Deſigning. Definition.
[198.] Theorem I.
[199.] Theorem II.
[200.] The Deſcription of the Firſt Machine.
[201.] Remarks.
[202.] Uſe of the Machine. Problem I.
[203.] Demonstration. Concerning the before-mention’d Inclination of the Mirrours.
[204.] Prob. II.
[205.] Prop. III.
[206.] Problem IV.
[207.] As the Machine’s Height above the Table, leſs the Glaſs’s focal Length, is to
[208.] The Height of the Machine above the Table; So is The Glaſſes focal Length, to the Diſtance of the Figure from the Glaſs.
[209.] 37 Remarks concerning the Repreſentation of Per-ſons Faces.
[210.] A Deſcription of the Second Machine.
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18993on PERSPECTIVE. the Eye, and above it, when the ſaid Plane is in-
clined towards the Objects.
Obſerve likewiſe,
that F f of Fig.
60. muſt here be aſſumed e-
qual to R S, and the Line Tt, Fig.
61. muſt
be here a Part of the Line Z C continued, and
made equal to R S.
III. When the Perſpective Plane is Parallel or
Horizontal.
Prob. V.
117. To throw Figures which are in the Geometri-
cal Plane into Perſpective.
Draw the Line C F at Pleaſure, in which aſ-
11Fig. 63. ſume the Point I, and make I H and I G, equal
to the Eye’s Diſtance from the perſpective
Plane:
Moreover, make I C, and I F equal to
the Eye’s Diſtance from the Geometrical Plane,
or at the leaſt, let I G and I H, be to I F and I C,
as the Eye’s Diſtance from the perſpective Plane,
is to its Diſtance from the Geometrical Plane.
This being done, raiſe two Perpendiculars to
the Line C F, in the Points G and H, and take
two Rulers, each of which has two equal Threads
ſo faſten’d to them, that the Diſtance P Q, and
N M be equal:
Then about F and C as Centers,
with the Semidiameters M N or P Q, deſcribe
two Arcs cutting the Perpendiculars raiſed at the
Points G and H, in the Points C and D, and fix
the Extremities of the two Threads of one Ruler,
in the Points C and D, and the Threads of the
other, in the Points F and E.
Operation.
Let Z be the Geometrical Plane, and A a
Point of the given Figures.
Move the

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