That is to say, _aR_ is the sight-magnitude of _AB_.[16]

[Illustration: Fig. 12.]

Therefore, when the position of the point _A_ is fixed in _a_, as in

Fig. 12., and _aV_ is drawn to the vanishing-point; if we draw a line

_aR_ from _a_, parallel to _AB_, and make _aR_ equal to the

sight-magnitude of _AB_, and then join _RT_, the line _RT_ will cut _aV_

in _b_.

So that, in order to determine the length of _ab_, we need not draw the

long and distant line _AB_, but only _aR_ parallel to it, and of its

sight-magnitude; which is a great gain, for the line _AB_ may be two

miles long, and the line _aR_ perhaps only two inches.

The Elements of Perspective arranged for the use of schools and intended to be read in connection with the first three books of Euclid · 第 23 / 91 题