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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 120r, page id 00068199:0239
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eu
AT+ TC aequalis constanti. Eritu
d
TC
cursus TA +
aa TA - 2
Turjus
IA + A
P
 L 2
C a, et
d.TA _=
TAD+ A
2
s
A LB
r
P2TA. AP.
C
+HBetBC
A+ AB,: BC = dx : dy cet
A = bC dx: dus = AB = aa = AB = BC, : 2 (a+ AB
seu ydxidus = B, = aa - XX - yy:, 2a + 2X
seu dx: dy = aa (- XX- yy + 2aX + (2
s
en 25)
e
yaque
2Z-yy
LZdy- vudi
X
.2ay+ 2X
2
:2y
sed quid si se ad TA, relationem haberet quam cunque
sit TC, L. AT, F 22= lt + 2tX + XX +yy F
NV
et (2d0) Y +X, : y = dx: dy. et (3tio) Z= C et (44)
dx: due = X. ye  ubi relatio d est data. fic
Cx 2 et 4 fil ++X,: y = X. y considerandum in ag9. 1. 2
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