Stevin, Simon
,
Mathematicorum hypomnematum... : T. 4: De Statica : cum appendice et additamentis
,
1605
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77
77
*DE* S*TATIGÆ PRINGIPIIS*.
CONSTRVCTIO
.
Conoïdale
curtum
abſolvito
,
addito
ſegmento
A
B
G
;
deinde
ſtatuatur
GH
dupla
ipſius
H
E
,
item
G
I
ipſius
I
F
;
denique
fiat
ut
conoïdale
curtũ
A
B
C
D
,
ad
complementum
A
B
G
ſic
H
I
ad
I
K
;
Ajo
K
gravitatis
cupitum
eſſe
cen-
trum
.
DEMONSTRATIO
.
124
[Figure 124]
Etenim
I
eſt
centrum
gravitatis
totius
D
C
G
, &
H
ſegmenti
A
B
G
:
verum
ut
reliquum
ſegmentum
A
B
C
D
,
ad
comple-
mentum
A
B
G
ſic
H
I
ad
I
K
;
ideo
K
per
19
propoſ
.
optatum
erit
centrum
,
Quod
de-
monſtraſſe
oportuit
.
C*ONCLVSIO*
.
Itaque
curti
conoïdalis
centrum
invenimus
.
Atque
hic
Liber
ſecundus
nobis
explicitus
esto
.
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