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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 168v, page id 00068195:0336
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r
1 b  ( ragua 2ah + ag + 2 h. + ca hy, Et quadundo
Fa y na V +hah p 24.B. Et rursus quadrando.
+rah +a h
L
..
Unde
cer Cy 30 Dy 107y +2d8y +4
o
- 1
Heq u ilnde qu e1 La r8
cecca
y
Conflrendo teminum tertum et ultrum ap C - 4g
a p  41 6 b69 - 8 ap1 0 20
+C
tasia
Aeq. 2. (
Aeg. 3
c
1Z1 
Erisque b as d- 4lg  p 
i.
po 17 a5 0 - 4 l92
u
16g 8apg
ep  0  + 16b+9 8 a pb g = a5 O  cnius lono ponatu
dem per tenn. 3tum exit. b4
dinisique mitus pot-
es
ati 22C
b rgr
F-- 701
CL
=2Olq, vel multiplicitore ipsis
A
ap divilis omnibus per
a
14 quippe cognito
posito a
veis valor ipsiu (2 209, habebitur
Rtat adhuc dlia aequalio pro vulore ipsius h et ber et ea summenda ex termino ullimo.
ponatur jam b  Ed + V a li   habulinus notorm ips. (- b C ap - bqH 1- C
4C)
Erisque b otc 1 c. Atque ta vator ejsshabebitur pure
Uende et valor iptius h. pure habebitur p pi term 2d. Unde ha tennium seandum
atque ordinando.
b y0
qui
.
o Lo
3
2.
32 10
ato
data sectionis conicae datae
later param etro, invenite dia-
netrum illi parametro respon
dentem
Error pulo aliquis adimissus cuca
humerum supialum , deberet
ibi esse 4, loco 2, quod
ex applicatione ad paracoram
est AB. b is latus rect param eter principalis, Judico Applicetur e ad Erculum
in
O, est parameter daso
e est labus plar versum
prncipate Laliu ransversi secundari nulta habetur ratio
ac denique fiet. +b9
n
+
2b
1 +.
Z ao Aequatio Problenatis: