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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 7
# Folio 22r, page id 00068160:0043
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et 2A.B-
2A2C
A=
=C
e
angulus 282823 rectu
Ccentrum gravitatis commune, ejus
via aute ictum 1C2C, post ictum 2C30
debert esse 1C2
Il3C
B AC = be bis BC
quadr. 28
est
E + quadr. 2d 3d
aequ quater. quadr. 1B3
aa a
igitur ea quadm quadruplum
qvadratum 1B3C
est vic commu-
hic coincidunt nicata conporibus globis Det
cui si addatur
E
quadra
tumi 2A3A habetur vis aequalis
prioni, seu debet e
4 quadr. 2B3B 4
e
A3H = qu. 1A2A
et
1A2A=a 1, 2A2E = 2A2d = h,
HotL A. 12. Ergo 1AIB = a th:M
22A.B= nS2.3 1C1A = Z1AB = 20. 34 ho2:3
jam 1C2A
eAIA~IAIC.
a
d. 3- 
33. jam 1C2C=IC2A12A2C
Ergo 1C2C= a: 3C fa 1β3B=K. adde 1B2C = HV2:)
A0c
ic 
inde auter 1(2ldea a: 3. fit 3B3C=X +h 2q- a. D
L XaLSI
C= 2X42hN2.3- 2a. aufer Ab 2C3C rest
Cucis duplum es 3AZ
auZX= 2h+313
s
vert
et
2
3
D
es
1BeL