G. TH. M, 
24 
DETERMINATIO ORBITAE E TRIBUS OBSERVATIONIBUS COMPLETIS. 
185 
Observationum tempora ad meri- 
dianum Parisinum reducta. . . 
Oct. 5,458644 
17,421885 
27,393077 
lunonis longitudines a, a, a . . . 
354°44 31 "60 
i 352°34' 22" 12 
! 35 1°34" 30 01 
latitudines 6, 6 , 6' 
— 4 59 31,06 
— 6 21 55,07 
—7 17 50,95 
longitudines terrae /, /, T ... . 
12 28 27,76 
24 19 49,05 
34 16 9,65 
logarithmi distantiarum i?, R 
9,9996826 
9,9980979 
9,9969678 
Hinc calculi art. 136. 137. 
numeros sequentes producunt 
T» T» t" 
196° 0' 8"3 6 
19 1°58 0"33 
190°4140"l7 
3, o, 6" 
18 23 59,20 
32 19 24,93 
43 1 1 42,05 
logarithmi sinuum 
9,4991995 
9,7281105 
9,8353631 
AB, AD', AD". 
232 6 26,44 
213 12 29,8 2 
209 43 7,47 
AD, AD', AB" 
241 51 15,22 
234 27 0,90 
221 13 57,87 
w > w i w 
2 19 34,00 
7 13 3 7,70 
4 55 46,19 
logarithmi sinuum 
8,6083885 
9,0996915 
8,9341440 
log sin i s 
8,7995259 
log cos 
9,9991357 
Porro secundum art. 138. habemus 
log tang 6 8,94 12494 n log tang 6" 9,1074080 n 
log sin (a"—V) . . . . 9,7332391 11 log sin (a — V) .... 9,6935181 n 
logcos(a—V) . . . . 9,9247904 logcos(a— V) .... 9,9393180 
Hinc 
log (tang 6 cos (a "—V) — tang 6'cos (a — l')} = logTsint. . . 8,5786513 
logsin(a —a) = log Teost 8,7423191 n 
Hinc t = 145°32 57 78 logT 8,8260683 
¿ + Y' = 337 30 58, 11 log sin (i-j- y) .... 9,5825441 n 
Denique 
log (tang 6 sin (a —V) — tang 6 " sin (a — l')) — \ogS .... 8,2033319 n 
log Tsin^-j-y ) . . 8,4086124 n 
unde logtang(8'—a) 9,794 7195 
ò—a = 31°5 6 1181, adeoque a = 0°23 13 12.