Baliani, Giovanni Battista
,
De motv natvrali gravivm solidorvm et liqvidorvm
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1
Ducto
alio
plano
puta
DN
,
reperietur
eius
diuturnitas
.
29
[Figure 29]
Si
fiat
ut
ED
ad
OD
ita
diuturnitas
ipsius
ED
puta
L
ad
diuturnitatem
OD
,
quae
sit
P
,
deinde
ut
OD
ad
ON
ita
quadratum
diuturnitatis
P
ad
aliud
quadratum
,
cuius
Radix
erit
diuturnitas
ipsius
DN
.
Ex
his
patet
quod
si
addantur
plura
plana
ea
dem
ratione
reperientur
eius
diuturnitates
.
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