DETERMINATIO ORBITAE E TRIBVS OESERVATIOMTBVS COMEDETIS. l8l

Corrigenda iam sunt tempora propter aberrationem, viti in formulis ai t. i 45

statuendum est AD '— £— 7 {D'Habemus itaque

log /•.o,66170

log sia (AD '—£).. .9,76-162

C .log sin $ .0,07918

7 5655

A + J-

A“D’—’C = TxD '—A" + cT'

0«

' b •

] °gr'.

io g (<r—*).

C. log sin S'.

log const

■ / 5;

7,96180

Reductio temporis 0,009222Ilinc prodeunt

tempora correcta

Nov. 5,56485256,46628676,510202

0,55094

!og r .

9 , 75 o 38

log sin (A" D'—

-D- ••• 9,84220

.0,08 i 5 1

C . log sin S“ _

7,75655

log const.

7,94196

7 ,g 65 i 2

0,008749

0,009192

intcrualla5 o,90 i45459,875966

Iogarilhmi

1,4899780

1,6006894

vnde deriuantur logaritbmi correcti quantitatum 0 , 0 resp. 9,8062708 atque 9,7255699..Incipiendo dein calculum elementorum ex r, r, 2/', 6 , prodit log ij =0,0051921,sicuti ex 1r', 2 f", 0 " obtinemus log rf = 0,0017600. Hinc colligitur log P'= 9,8907512, log Q' = 9,5712861, adeoque

X = +0,0014766, F = +0,0094574

Praecipua momenta hy polh e sis secundae ,

liaec sunt

1!

1—4

C

crq

w

= 9,8907612,

y — i°s Q

= 9,5712864

co + <7 .

.20 8 0 87

log Qc sin co .0,0576071

z .

..2112 6, 09

log/-'.

.0,5507110

b.

...190 16 09, qo

r .

.. 196 52 4 o, 65

log r.

.o, 565 o 642

log r" .

.0,5569708

£(«"+«)—■

...267 610,76

i yu' — «)...

.— 45 59 4 ,oo

in qua statuimus