Difference between revisions of ".Mzc0.NzM3NA"

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[[note]] No 31 [[/note]] A Cube when all its faces are equally
 
[[note]] No 31 [[/note]] A Cube when all its faces are equally
 
inclined to ye ground. - Angles of 45 Deg.  
 
inclined to ye ground. - Angles of 45 Deg.  
at E
+
at E [[unclear]] give ye Vanishing Points G1 P; KG1 EI train
 +
[[unclear]] gives V, I: G2 E2 is ye Distance of ye
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Vanishing Line I. P & D is ye Vanishing Point
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of ye Diagonal cb, as GI, is of ce _. Example
 +
[[unclear]] 2 is ye same Figure situated as ye former, produced
 +
in [[unclear]] simple manner; then draw ye Horizontal
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LIne & ye [[unclear]] G1 P1 make G1 & ye [[unclear]] &
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CP equal to it; do ye same from GI & ye Length O G will
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ive ye Pionts V1; Draw VP, IP & from P describe ye
 +
Arc GD, which gives ye Vanishing Points of ye Diagl.
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cb, - Or it may be done by making a Parallelogram
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VI. MN with ye side & Diagonal of Squares.

Revision as of 21:39, 18 August 2018

(2) , which angles being set form E, will give ye Vanishing Points deletion unclear /deletion G I, P of unclearangular Plane ^ addition abcd /addition (Example 2) & GI, unclear to I, V will give ye Vanishing Point of ye Squares abcd (unclear 3). Then having Drawn deletion unclear VP, I.P they will be ye Vanishing Lines of deletion unclear /deletion too other unclear efgh, fhik; & because ye unclearactive of abcd [[Examp. 3) is determined by ye locus GI, unclear ye Vanishing Point H, I. of ye deletion other /deletion Digouts ^ addition to unclear /addition might be found; unclear is in those Points where VP, I.P cut ye Horizontal Line. No. 30 Exmple 4 is ye Cube Compleated, by means of ye Points unclear in Example 1.

note No 31 /note A Cube when all its faces are equally inclined to ye ground. - Angles of 45 Deg. at E unclear give ye Vanishing Points G1 P; KG1 EI train unclear gives V, I: G2 E2 is ye Distance of ye Vanishing Line I. P & D is ye Vanishing Point of ye Diagonal cb, as GI, is of ce _. Example unclear 2 is ye same Figure situated as ye former, produced in unclear simple manner; then draw ye Horizontal LIne & ye unclear G1 P1 make G1 & ye unclear & CP equal to it; do ye same from GI & ye Length O G will ive ye Pionts V1; Draw VP, IP & from P describe ye Arc GD, which gives ye Vanishing Points of ye Diagl. cb, - Or it may be done by making a Parallelogram VI. MN with ye side & Diagonal of Squares.