whole Scale 50, so is 28, the supposed Heighth to
42 Yards 1 Foot, 3 Inches, the supposed dist∣ance
of the Second Station, viz. 2 Yards, 1 Foot,
3 Inches.
But in measuring the Sationary Distance, you'l
find it to be only 2 Yards, 3 Inches; then say as
2 Yards 1 Foot 3 Inches the supposed distance is
to 2 Yards 3 Inches the true one, so is 28 Yards
the supposed Heighth to 44 Yards, 4 Inches the
true one. Then you may by this find the true [ 10]
distance to the Foot of the Steeple, by saying,
as 28 Yards, the supposed Heighth is to 24 Yards
4 Inches the true one, so is 42 Yards, 1 Foot,
3 Inches the supposed distance from the second
Station, to 36 Yards, 1 Foot 7 Inches the true
distance from the second Station to the Foot of the
Steeple; and for the distance of the first Station
taken away, the difference of the two Stations 2
Yards, 3 Inches, and the remainder will be the
distance of the first Station to the Steeple.
If the Thread fall upon the Parts of contrary
Shadow, observe only the Rules before laid
down.
Note, when you are to find a distance, the
Heighth given, or supposed, you are to use the
proportion of contrary Shadow in right, and right
in contrary; as in the last example in right Sha∣dow,
that is, as the parts cut is to the whole Scale,
which is the proportion of contrary Shadow, and
in contrary Shadow as the whole Scale is to the
parts cut.
Note also, that in taking the Heights you are
to add always the Heighth of your Eye from the
Ground.