Calcolo del vertice di piramide al punto J? (Monto Vario). 
Modello N. 8. 
C v 
V 
V 
c 
, - | h ; \ c 
\)\i jJlPp c 
a / T C 
a A \ e / / 
\ \p / 
\w 
r 
p 
FORMAZIONE 
DEGLI ANGOLI 
220°.08'.55" 
87 .35.44 
132 .33.11 
359 .58.5G 
282 .08.56 
77 .50.00 
83 .23.09 
359 .58.56 
83 .24.13 
83 .23 .09 
16 .25 .37 
66 .57 .32 
15 .07 .33 
0 .00 .00 
15 .07 .33 
CALCOLO DEGLI ANGOLI 
S=B+a + p M=7l-~S 
tang 6 — 
b sen « 
tang N = tang M cot + 6 j 
<P = M+N\ U’ = M - N 
2 
B 
132°.33'.11" 
ce 
77 .50.00 
f> 
83.24.13 
s 
293 .47.24 
1 L , 
2 S 
146 .53.42 
71 
180.00.00 
M 
33 .06.18 
log a 
3.49052 
c log b 
6.20363 
log son p ... . 
9.99711 
c log sen a . , . . 
0.00987 
log tang 0 ... . 
9.70113 
0 
20°.40'.45" 
i- + o 
71 .40.45 
log tang M. . . . 
9.8142G 
log cot + 6j 
9.51999 
log tang N. . . . 
9.33425 
N 
12°.10'.59" 
M 
33 .06.18 
<r 
45.17.17 
20.55.19 
a 
77 .50.00 
<r 
45 .17.17 
« + <p 
123 .07.17 
p 
83 .24.13 
y> 
20 .55.19 
P + V.’ 
104.19.32 
y 
66 ¿7 .32 
C 
15 .07 .33 
yp 
20 .55.19 
y + C + y> . . . . 
103 .00.24 
C + U’ 
36 .02 .52 
CALCOLO DEI LATI 
NOME 
dei punti 
P M. Vario 
A Casa Croce 
B S. Vito 
P M. Vario 
K — 
———, AT, = ——“7 , Ko 
sen a sen p 
sen y 
PA = K sen (a + <p) 
PB — K sen <p — K, sen y> 
PC = K, sen {p + V-') = K 2 sen ( y + C + ’/') 
PI) — AT 2 sen (C + V’) 
log a . . 
c log sen « 
log K ... . 
log sen (a + <p) 
log PA ■ . . 
log K . . 
log sen <p 
log PB . 
log b . . . 
c log sen p . 
B S. Vito 
C Marineo 
P M. Vario 
log K t . 
log sen iL> 
log PB 
log K x 
log sen (/> + ip) . . 
log PC 
C Marineo 
log c 
c log sen y ... . 
log K.¡ 
log sen (y + c + U', 
log P C 
log K, 
I log sen (C + »*) . . 
D Colle Re 
log 
PI) . 
I 
3.49052 
0. 00987 
3. 50039 
9.92299 
3.42338 
3.50039 
9.85166 
3. 35205 
3. 79637 
0.00289 
LATI 
in metri 
PA 
PB 
3.79926 
9.55278 
3.35204 
3.79926 
9.98628 
3.78554 
3.76073 
0.03611 
3.79684 
9.98871 
3.78555 
3.79684 
9.76972 
3.56656 
PB 
2650.82 
2249.31 
2249.26 
PC 
PC 
6102.95 
«103.09 
PI) 
3086.04 
NB. — Nel calcolo di sen 
dello due ultime figure. 
(y + C + U>) e di sen (C + y)) si adotta il segno (- ) nei casi delle due prime ligure, c il segno (+) nei casi