# Full text: Contenant divers supplèmens à la théorie des fonctions elliptiques (Tome Troisième)

```TROISIÈME SUPPLÉMENT.
353
A = 5i°4o' 54 f/ 36702 5
i<p 2.53,732l6
5i.43.38,09918
\0ù 34.52,18963
A = 5i. 8.35,90955
P"^ o.00loi 4ï888
Q” 7 0.02548 91116
2 o. 3oi02 99957
, 0.32753 32961
cos A.,.. 9.79752 6g5o4
j o. 12606 02465
y = I.33370 643
sin A.... 9.89137 99821
0.32753 32961
j. ..... 0.21891 32782
y = 1.65543 966
Soit, 5°
f*sin2A... 8.76180 91483 4
-f-p a COS2A.. 9.9944° 51467
tang où 8.73740 40016 4
« = 3° 7'36",35502
A = 5i°4o , 34 ,/ 36 7 02 5
1 (p 11.34,08622 5
51.52. 8,45325
2.20.42,26476 5
A = 49 • 81 • 26,18848 5
p a sin 2A
8.12974 91670
8 — p a cos 2A.. .
0.90326 36701
tang tp
7.22648 54869
(p =
o° 5' 47^48452
1+ 2p a cos 2A =
0.9936
P 4 =
0.00019 2
P a =
°*99 5 79 2
P a
9*997 2 9 54983
p
9.99864 77482
p—
o.ooi35 22518
33 80629 5
p~*
0.00101 4 1 888
64 —l6p a COS 2A:
= 64.0612
f 4
0.00019 2
8lQ a :
= 64.05169 2
1.80662 86724 8
81
1.90848 5oi88 8
Q’
9.89804 35536
Q 4
9.97461 08884-
r = e •
p a cos 2A = — 0.0128
1 + p a COS 2A= 0.9872
8 p a COS2A== 8.0128
p a sin 2A 8.73180 91483 6
8.0128 0.90678 45029
tang (p 7.82802 48454 4
<p = o° 26'8", 17245
I -j- 2p a COS 2 A = 0.9744
p 4 = 0.00607 2
TOME III.
P a = O.97747 2
45
```

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