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

TROISIÈME SUPPLÉMENT. 3og 
Calcul de par la formule (16). 
9.94980 66268 228 
5.5o383 08660 
ê 5 
9.74903 6lI 9 I l4 
9.64267 47209 
. i — £ 5 .. 
9.64267 47208 76 
9.96464 69664 
9.82118 76604 58 
9 ) 6.08086 204o5 
o-4 
9.60206 99916 28 
9.64267 47209 
0 
9.42624 73517 66 
9.94196 5485l 
U. ..... . 
9.64267 47208 76 
IO) 4.665l6 27443 
9.42696 87622 72 
9.64267 47209 
2 ) 
8,49169 08049 14 
9.94776 058 19 
9.64267 47208 76 
II) 4*26629 7847I 
9.76269 67698 26 
9.81202 555 
5) 
7.86666 92866 16 
9.64267 47208 76 
12 ) 
etc. 4*06762 34. 
9.82690 87409 44 
0 
= 0.26000 09017 5i 
4) 
7.66264 27474 35 
2 ) 
3ioi 66682 97 
9.64267 47208 76 
3) 
766 12177 24 
9.86867 91668 6 
4) 
215 ioii5 71 
5) 
6.84669 66041 7 
9.64267 47208 8 
9.89612 10676 
5) 
6) 
7) 
8) 
9) 
69 76841 5o 
24 04874 3i 
8 6336o 5i 
3 19029 62 
1 20462 68 
6) 
6.68109 26826 5 
9.64267 47 2 °8 7 
IO) 
46266 45 
9.91272 60760 
«0 
18001 o5 
.7) 
6.96619 61792 2 
12) etc. t 1676 79 
9.64207 47208 8 U = o.3o65g 543g5 22 
9.92626 29669 i.sSSyS 06248 17 
8) 5.5o385 08660 4^ = 0.94716 61862 96. 
Il suit de ces calculs qu’on a 
4^ = 0.94716 61862 96 
2^,'ct = I.72198 66126 96 
2 4'a — = 0.77484 81274 01.
	        
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