Viviani, Vincenzo, De maximis et minimis, geometrica divinatio : in qvintvm Conicorvm Apollonii Pergaei

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[Figure 271]
[Figure 272]
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340154& N; aggregatum triangulorum A F B, D F C, æquale eſſe aggregato
triangulorum A M B, N M C.
Quoniam cum ſit vt B F ad F H, ita F H, vel F C ad F I, erit B I aggre-
gatum extremarum B F, F I, poſt B F, F C.
Item cum ſit B M ad M L, vt
M L, vel M C ad M I, erit idem BI aggregatum extremarum B M, M I,
poſt B M, M C;
ſed aggregatum triangulorum ad F ad triangulum A B C
272[Figure 272] (iuncta A C) eſt vt aggregatum extremarum poſt B F, F C ad B C, &
118. App. aggregatum triangulorum ad M ad idem triangulum A B C eſt vt aggrega-
tum extremarum poſt B M, M C ad eandem B C, ſuntque prædicta extre-
marum aggregata inter ſe æqualia, cum vtrinque conficiant eandem B I,
quare, &
aggregatum triangulorum A F B, D F C, æquale erit aggregato
triangulorum A M B, N M C.
Quod faciendum erat.
APPENDICIS
FINIS.

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