Archimedes
,
Archimedis De iis qvae vehvntvr in aqva libri dvo
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FED. COMMANDINI
tes æqueponderantes
ipſam
diuidet
.
2
Priſmatis
,
cylindri
, &
portionis
cylindri
axem
appello
rectam
lineam
,
quæ
oppoſitorum
plano-
rum
centra
grauitatis
coniungit
.
3
Pyramidis
,
coni
, &
portionis
coni
axem
dico
li
neam
,
quæ
à
uertice
ad
centrum
grauitatis
baſis
perducitur
.
4
Si
pyramis
, conus,
portio
coni
,
uel
conoidis
ſe-
cetur
plano
baſi
æquidiſtante,
pars
,
quæ
eſt
ad
ba-
ſim
,
fruſtum
pyramidis
,
coni
,
portionis
coni
,
uel
conoidis
dicetur
;
quorum
plana
æquidiſtantia,
quæ
opponuntur
ſimilia
ſunt
, &
inæqualia
:
axes
uero
ſunt
axium
figurarum
partes
,
quæ
in
ipſis
comprehenduntur
.
PETITIONES
.
1
Solidarum
figurarum
ſimilium
centra
grauita-
tis
ſimiliter
ſunt
poſita
.
2
Solidis
figuris
ſimilibus
, &
æqualibus
inter
ſe
aptatis
,
centra
quoque
grauitatis
ipſarum
inter
ſe
aptata
erunt
.
THEOREMA
I
.
PROPOSITIO
I
.
Omnis
figuræ
rectilineæ
in
circulo
deſcriptæ
,
quæ
æqualibus
lateribus
, &
angulis
contine-
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