Ciszterci rend Nagy Lajos katolikus gimnáziuma, Pécs, 1858

n cos A" = q‘ — v' = — 0 • 1994 — 0 • 0567 — — 0 • 2561; log- (q' — o') 9 • 4084096 (n)

Azaz A a 11-ik negyedben van

u'

sín A = _ u,y. + ; log sin A= log (p‘ «') % \(p‘-u‘) '-\-(q,—v,y\

log C//' — «') = 9 • 6971421 2 log(/V — a') = 9 • 3942842

dec. compl. \ log j (/>'— u‘)2 -f- Qq‘— o')21 = 0 2518871 ( p‘ — //')2 = 0 ■ 2479044

log sin A7 = 9-9490292 2 log (>/' — p') = 8-8168192

A j= 62° 46' 50" (q‘ — o') 2 = 0 • 0655872

S mivel N a ll-ik negyedben van, (p‘ — «')2 + {q — o')2 = 0 • 3134916

( 179° 59' 60" log I , „ j = 9 • 4962259

X = C— 62 46 50 % log I „ , 1 = 4-7481129 — 5

= 117° 13' 10" =9-7481129

cos A y i (f).J*u7y ; logeos A'= log(q‘—v‘) V2 log | (y'—o')*J

log (//' — o') = 9'4084096 (n) dec. compl. */„ log | (p‘—m')2 -4- (q'—o')2} = 0 • 2518871

log cos A = 9 • 6602967 (rí) cos N — — cos 62° 46' 50"

tang A7

u‘

. __ r, ; log tang A = log (// — u‘J — log fq• — o')

log (/?' — «') = 9 • 6971421 dec. compl. log (_q‘ — o') = 0 • 5915904 (») log- tang A = 0 • 2887325 (n)

fang A7 = — tang 62° 46' 50"; s igy mind a három

egyenlet szerint A1 = 117° 13' 10".

p‘ — u'

n

—üt—: log n = log ( »' — u') — log sin A

sin A - s v/ ”

log (// — «') 9.6971421

dec compl. log sin N - d. c. log sin 62° 46' 50" 0 - 0509708

___________

q‘ — o'

« cos j\r ’ lolt n = lo" W — v‘) — lo8' Ü0S A

log (q‘ — o') — 9 - 4084096 (/*) dec. compl. log cos A7 - dec. compl. (n) log cos 62° 46' 50" = 0 • 3397033 (V)

log n = 9 • 7481129

m

COS 1// = —jy sill (_M — A)

log cos ip = log m log sin (M — Ar) — log /»•

M — N= 312° 24' 57 ' - 117° 13' 10" = 195° 11' 47"