69 
Log. b 
Log. B — 
h 
t . 4(4 
(Log. 4(4 — Log. 4) 
atque ex Sioc adeo 
h ZZZ T . x|/(o) 
Log. b — Log. B 
( Log. b 
Log. 4( 
4 '(°) — Lo S ■ 4 
(24) 
tum vero sic denique 
h a 
X . a 
[ 4(4 - 4 ] 
4 ( 0 ) 
= ro [4(o) — 4] • 
Log. b 
— Log. B \ 
i— Log. 4 J 
(25) 
^Log. 4(4 
Quo jam ista ad observationes Gay-Lussaciï applice- 
mus, erit 
b = 0"*. 7628261, J? = 0™. 3299572, 
/(o) = -j- 30°. 8, t = — 9°. 5 , 
4(o) = 1.0751807, 4 — 0.9295180, 
4(4 — 4= 0 . 1456627 , ra=z 8258™. 714, 
quibus vaîoribus adhibitis, computationem ex hoc institui- 
mus diagrammate 
Log. 4 (4 0.0314815 
T-og. 4 9.9682 578 
0.0632237 
Log. [L. 4(o) — 
- L. vf,] . 
. 8.8008799 
Log. (L. b — L. 
B) . . 
. 9.5610632 
0.7601833 
Log. ra, 4(4 
• • • • 
. 3.9483939 
4.7085772 . . . 51 I IS™ .39= Å. a 
I 
