Ciszterci rend Nagy Lajos katolikus gimnáziuma, Pécs, 1858

19

(/? — w)? + (y— y)2 = 0-071263 log- [ O — «)2 (V/— y)2 ] = 8 •8328641

V* log [ „ „ = 4 • 4264320 - 5

= 9-4264320

p — u

tang M = v ; log tang M === log (p — u) — Jog 0/ — <9

Jog O — u) = 8 • 6493349 dec. cotnpl. log (// — y) = 0 • 5797141

log tang M = 9 • 2290490

iW = 9° 37' 3"

» sin A’ = p‘ — u‘ = 0-5764 — 0 0821 - 0-4943; log (/>' — «') = 9 • 6939906

n cos JV = (/' — V = 0 - 1247 — (— 0 • 0654) = 0 * 1901; log (q‘ — y') = 9 2789821. Tehát A az I—ső negyedben van.

sin A

p

ii'

Y£ _ű‘y+{q‘—vy\ 5lo®sin N=Io» Cp‘-«9- V, 1. [(/»'—«92+O—»02]

log O' — «9 = 9-6939906 2 log O' — «9= 9-3879812

dec. conipl. % log [O'— w')2-bO— y')2] — 0 2760568 O' — «')2 — 0 ’ 244332

log sin A = 9-9700474 2 log(y' — y') — 8*5579642

iV == 68° 57' 50» (</' —y')2 = 0 036138

O' — m')2 + 0 — »9* = 0*28047 log [ „ , ] = 9 ’ 4478864

V, log[ „ „ ] = 4* 7239432 -5

= 9-7239432

cos & "KtO'—«O'-t-O'—*»')2]; losc°8iV=logO—»') —!U!°g[(/»'—m')2+0—»02]

log O' — »9 = 9 • 2789821 dec. compl. */2 log [ O'— w')2-f- O'—y')2] = 0 • 2760568

log cos A = 9 5550389

A

68° 57' 50"

p‘ — u‘

tang A — p, ; log tang A7 = log O' — u'J — log (y — y')

log O' — «') = 9 • 6939906 dec. conipl. log Qq‘ — y') = 0 * 7210179 log tang A = 0 * 4150085 N— 68° 57' 50"

p — u

m

m

sin M ’ log ®* = log O — *0 — ,0£ sin 11 log (p — m) = 8 • 6493349 dec. conipl log sin M — 0 * 7771018 log m = 9 • 4264367

’ cösW"’ Iog m = log Cy — *0 — log cos M

3*