7. Die Methode von Gauss-Encke.
A3 — Az
+ 3°I6' 8'.'2
sin (A 3 — Az)
8.756049
A3 — Ai
-0 36 22.5
sin (A 3 — Ai)
8.02452x1«
Az — Ai
-3 52 30 7
sin (Aa — Ai)
8.8298401«
tg ft
9-373264
tg Jz sin (Ai — Kz)
9.373264
COS (A3 — Ai)
9.999976
COS (Ai — Kz)
9-999305
— tgßi COS [A3 — Ai)
9.3732401«
tg Jz COS (Ai — Kz)
0.620063
Add.
9.361139
tg (Ai - Kz)
8.753201
tg ft
9-283445
Ai-Kz
3°i 4 / 32V5
Zähler
8.6445841«
tg
0.620758
sin (A3 — Ai)
8.024521n
sec ßz
0.010366
A3- Kz
2°38' io'/o
sin (A3 — K 2 )
8.662688
Az- K 2
359 22 1.8
sin (Az — Kz)
8.043158««
tg Jz sec ßz
0.631124
-tgft 0
8.663916
tg ßz-tgßo
9.426918
Add.
0.082276
a°
1.204206
tg ft
9.344642
L — L*
39 0 26' 25V6
73° 5 6' 4'-'9
34°29' 39'-'3
sin (L — L)
9.802963
9.982699
9 753065
RR
0.009087
0.004796
0.001159
R R sin [L — L)
9.812050
9-987495
9.754224
N1
9-824555
N3
9.766729
L — Kz
i9°53 / 22'.'6
54°23' i'.'g
93°49 / 27V5
sin (L - Kz)
9-53I746
9.910057
9.999032
a°R
1.202640
1.206931
1.210568
c
0.734386
x.116988
1.209600
N1C1
0.558941
Add.
0.140659
. c 3
0.976329
c 3
1.116988
Az — Lz
3 o 4 0 58'59'/9
ft
55°57'25''3
tg ft
9.344642
sin ft
9-9I8354
sin (Az — Lz)
9-913453^
Rz
0.002725
tg Wz
9.4311891«
cos ft
9.748045
sec Wz
0.0152681«
cos (Az — Lz)
9.758411
tg (Az — Lz)
0.1550421«
COS ßz
9.989634
tg ft
0.170310
cos ft
9.748045
COS ßz
9.989634
Ri R3 sin (L3 — Li)
9.987495
sin (A3 — Ai)
8.0245211«
a°
1.204206
?i I? 3 sin (¿3 — Li)
1.191701
/
8.0141551«
h
6.832820H
A3-L3
268°48' 4275
Al-Li
343°2i'9 / . , 9
sin (A3 - L 3 )
9.9999061«
sin (Al — Li)
9.4570921«
R 3
0.006362
Ri
9-998434
R3 sin (A3 - L3)
0.006268n
Ri Sin (Ai — Li)
9-4555261«
fc 3
9-2237551«
fCi
8.7485411«
gl
0.782513
-ft
0.7069851«
Add.
9.095400
Add.
9.405015
(A — A): sin (A — A)
0.7315281«
sin (A — A): sin (A—A)
0.805319
Ui
9.826928
U3
0.112000
sin (A 3 — Kz)
8.662688
sin (Ai — Kz)
8.752507
I1C3
8.0424201«
hei
7.567206 n
U(
0.620268n
U'3
1.185301n
* Bezüglich der Indizes siehe Fußnote * auf S. 90.
