Baliani, Giovanni Battista - De motv natvrali gravivm solidorvm et liqvidorvm

Baliani, Giovanni Battista, De motv natvrali gravivm solidorvm et liqvidorvm

Table of figures

[Figure 11]

[Figure 12]

[Figure 13]

[Figure 14]

[Figure 15]

[Figure 16]

[Figure 17]

[Figure 18]

[Figure 19]

[Figure 20]

[Figure 21]

[Figure 22]

[Figure 23]

[Figure 24]

[Figure 25]

[Figure 26]

[Figure 27]

[Figure 28]

[Figure 29]

[Figure 30]

[Figure 31]

[Figure 32]

[Figure 33]

[Figure 34]

[Figure 35]

[Figure 36]

[Figure 37]

[Figure 38]

[Figure 39]

[Figure 40]

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.

Text layer

Text normalization

Search