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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 3 (shelfmark LH 13, 3)
# Folio 246v, page id 00068200:0494
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068200&page=494
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en ex.
datis pC perpendicularibus ad curvam
invenire ordinatas BC. PC,S.
p aer P
4x
du 
aequ
da
Ax
dx +dus
ex s
ax idu
quv
7y dx +yy dya
77 ax + by  sax 
ex
axpsus da
yy dy yy dus aequdx s
ponatur dus aequ dxco. siet.
yy + yy coeo aequSs.
xcol+ saxSaxco ry
et ax aequ
Sitcoo
a a+du
b Trdo
+ab - ab- dab
ra
as 1Sd Sitcoio
1+ coco cd
co, dx 1tcoco aequ. ds Sircoco -s d sitcoco
seu per compendium 1+ cor vocetro 27
fiet dx Z2 aequ ds Z = 42
y
Ergo 7 ax aequi is = aque Ergu ox
t
Ergo XB
22
Et quoniam _ datur relatio inter dx et SZ
ponamus du aequ dque 7d.
d
fiet pego 8S-st
si esset et aqu. ato
faciamus ex aequ ds aego dy 2 y
fiet ax saequ
du c2Z
D-
BPV.
BCy
dx: dys: da:: y: v:s
dx
ita aeqo S
quia datur Ex datis (ad X quaeritur y ad X:
Est autm
 la aequ sax. tatis  autem  ad X datur et sto
Ergo datur y da Ergo d res eo redit ex datis y da quaeritur y
ax
seu ex γ Sax +du quaeritur y ad X. ser ex dat yy  + yy ds ad X
dx
ex
 X y ay b. yy +0datur quaeritur
pra datur B P ad 2. datitur es t. A p ad E qum Apex vet.