Valerio, Luca, De centro gravitatis solidorvm libri tres

Table of figures

< >
[Figure 51]
Page: 80
[Figure 52]
Page: 81
[Figure 53]
Page: 82
[Figure 54]
Page: 84
[Figure 55]
Page: 85
[Figure 56]
Page: 86
[Figure 57]
Page: 87
[Figure 58]
Page: 88
[Figure 59]
Page: 88
[Figure 60]
Page: 90
[Figure 61]
Page: 91
[Figure 62]
Page: 91
[Figure 63]
Page: 92
[Figure 64]
Page: 93
[Figure 65]
Page: 93
[Figure 66]
Page: 94
[Figure 67]
Page: 94
[Figure 68]
Page: 95
[Figure 69]
Page: 96
[Figure 70]
Page: 97
[Figure 71]
Page: 98
[Figure 72]
Page: 99
[Figure 73]
Page: 100
[Figure 74]
Page: 102
[Figure 75]
Page: 103
[Figure 76]
Page: 104
[Figure 77]
Page: 105
[Figure 78]
Page: 106
[Figure 79]
Page: 108
[Figure 80]
Page: 109
< >
page |< < of 283 > >|
1lelogrammis circumſcribatur figuræ ABC, altera tertia fi­
gura, quemadmodum diximus in præcedenti, cuius cen­
trum grauitatis H, in linea GD cadat & ſit minor pro­
portio reſidui huius tertiæ figuræ circumſcriptæ ipſi ABC,
ad figuram ABC, quàm FG ad GD. Multo ergo mi­
nor proportio erit dicti reſidui ad figuram ABC quam F
H ad HD, fiat igitur vt prædictum reſiduum ad figuram
ABC, ita ex contraria parte FH ad HDK; prædicti igi­
tur reſidui centrum grauitatis erit K, extra ipſius terminos,
quod fieri non poteſt: Non igitur F centrum grauitatis fi­
guræ ABC cadit in puncto E, nec ſupra; ergo infra pun
ctum E: & ponitur E centrum grauitatis cuiuslibet figuræ
ex cylindris, vel cylindri portionibus, vel parallelogrammis
æqualium altitudinum quo modo diximus ipſi ABC cir­
cumſcriptæ. Manifeſtum eſt igitur propoſitum.
PROPOSITIO XXXI.
Omni prædictæ figuræ figura quædam ex cylin
dris, vel cylindri portionibus, vel parallelogram­
mis æqualium altitudi
num circumſcribi po­
teſt, cuius centri graui
tatis diſtantia à prædi­
ctæ figuræ centro gra­
uitatis ſit minor quan­
tacunque longitudine
propoſita.
107[Figure 107]
Sit figura ABC in alteram
partem deficiens ſupradicta,
cuius centrum grauitatis F, propoſita autem quantacumque
longitudine minor ſit FG ipſius BF. Dico figuræ ABC figu-

Text layer

  • Dictionary
  • Places

Text normalization

  • Original

Search


  • Exact
  • All forms
  • Fulltext index
  • Morphological index
Impressum