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

TROISIÈME SUPPLÉMENT. 229 
6) 
4.289l3 77681 9 
9.28686 479 10 3 
O .L 
*.... 9.60208 99Qi3 28 
9.9I272 60760 
1) 9.28054 23868 43 
7) 
3.42842 86382 2 
U. . 
g.25656 4?9 10 3i 
9.28686 479 10 3 
9.42896 87822 72 
9.92826 29689 
2) 7.91287 89101 46 
8) 
2.61028 68921 8 
g.25656 479 10 3i 
9.28686 479 10 ^ 
9.78289 88898 28 
9.98464 69884 
3) 6.90188 44610 0 
9) 
1.80146 81568 8 
9.28686 479 10 5 
9.28686 479 ÏO ^ 
9.82890 87409 4 
9.94198 84881 
4) 8.98280 79929 7 
IO) 
0 •99996 84107 1 
9.28686 479 10 ^ 
9.28686 479 10 8 
9.86887 91888 6 
9.94776 08819 
8) 8.10748 19198 6 
•0 
0.20429 38836 4 
9.28876 089 
12) etc. 9.49008 397. 
0 
= 0.16998 88082 980 
0.17904 89848 861 
2 ) 
818 28096 869 
7) 
2681 814 
5) 
79 7 6 9° 5 7 5 4 
8) 
407 621 
4) 
9 6008i 261 
9) 
63 809 
5) 
1 28071 33o 
10) 
9 999 
6) 
18160 917 
II) 
i 601 
0.17904 89848 861 
12) 
809 
0.17904 92818 214 
4 1 
1.28878 06248 17 
4.«. = 
1.07468 18784 986. 
Calcul de >[/£ par la formule (16). 
.... 1.09768 92946 92 
.) = 
0.01804 89868 990841 
IL. . 
... 8.90284 07088 08 
2 ) — 
86 89898 
U' 
.... 9.48117 08826 84 
5) 
8 
2 
3' ' 
0.01804 89807 89164 
1) 8.17741 97989 06
	        
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