109 
/ ß sin2 (jpn sin g^n-l \ 1 
4- 2n— 1 arc ( tg = — I } 
\ 1 — 7 COS^ ?)x COSqp/ j 
sin 
^ ß = sin fl y'sin^ X -|- ^^""^ ? ^ = si» 
V/sin2 2 -}- tg'^ d 
1 • 1 • • sin 1 ?j ^, 
sm /Ii = sm 1 sm (/>; sm g)j = ± etc. 
cos ^ Aj 
Nimmt man n = 5, so ist: 
A, - 450 q), 490 56' 22-"77 
Aj = 320 45' 54-"36 g;.^ = 260 q' 15."i8 
A3 = 180 7' 38-"56 9)3 = 130 13' 12-"42 
A4 = 90 18' 22-"20 = 60 37' 55-"224 
A5 = 40 41' 3-"44 = 30 19' 7-"631 
<Pn 
dq) 
n [h, h, gn ) = 
0 
j^l -j- sin2 hqi^ cos k q> 
tg ( tq d , ^ \ 
= • o , , , o , • arc U = .• , sin k gn | 
sm^ A j- f</'^ c5 \ sm A / 
,1 sin A / TT , 1 , \ 
25. . , , t-t:- arc ( tq = — ? — — sin k (pA = 1-5830283 
\ sm A °/ 
sin2 i ^ tgi ^ \ ^ sin 
sin A 
M sin2 A -f- <<;2 
I are ( tg = , ^ 'P, sin ^ \ J 
\ 1 — y cos2 cos (p J ) 
25.-4 . . ^. . log ( ~ + -i- Ä g), ) = 0-2648694 
0-9718917 
n(k, h, g) = 0-8760075 
II. Methode. 
Es sei wieder k = sin h = tg^ r^-, (p — ; A = 450, <^ = 600; 
so liefert die zweite Methode für 
= 0-9953830 = 0-0046170 
Sj = 4-1414600 6^ = — 0-9942740 
= 0.9999914 = 0-0000086 
s.^ = 4-2036078 ö.^ = — 0.9999892 
k, = 0-9851714 k., = 0-9999720 
