Mechanica Aristotelis Problemata Exercitatines: Adiecta Succincta narratione de autoris vita & scriptis

Mechanica Aristotelis Problemata Exercitatines: Adiecta Succincta narratione de autoris vita & scriptis

Linda Hall Library Collection Table of Contents

DE VITA ET SCRIPTIS BERNARDINI BALDI VRBINATIS
SYLLABVS LIBRORVM

IN MECHANICA ARISTOTELIS PROBLEMATA
  Mechanices præcipua instrumenta.
  De Vecte & Libra secundum Aristotelem.
  De Circulo eiusque natura Aristotelis doctrina examinata.

QVÆSTIONES MECHANICÆ.
  QVÆSTIO I.
  QVÆSTIO II.
  QVÆSTIO III.
  QVÆSTIO IV.
  QVÆSTIO V.
  QVÆSTIO VI.
  QVÆSTIO VII.
  QVÆSTIO VIII.
  QVÆSTIO IX.
  QVÆSTIO X.
  QVÆSTIO XI.
  QVAESTIO XII.
  QVÆSTIO XIII.
  QVAESTIO XIV.
  QVAESTIO XV.
  QVAESTIO XVI.
  QVÆSTIO XVII.
  QVAESTIO XVIII.
  QVÆSTIO XIX.
  QVAESTIO XX.
  QVAESTIO XXI.
  QVÆSTIO XXII.
  QVÆSTIO XXIII.
  QVÆSTIO XXIV.
  QVÆSTIO XXVI.
  QVAESTIO XXVII.
  QVAESTIO XXVIII.
  QVAESTIO XXIX.
  QVÆSTIO XXX.
  QVAESTIO XXXI
  QVAESTIO XXXII.
  QVAESTIO XXXIII.
  QVÆSTIO XXXIV.
  QVÆSTIO XXXV.

APPENDIX.

Electronic edition published by Cultural Heritage Langauge Technologies and funded by the National Science Foundation International Digital Library Program. This text has been proofread to a medium degree of accuracy. It was converted to electronic form using data entry.

QVÆSTIONES MECHANICÆ.

QVÆSTIO II.

Cur, si sur sum libræ fulcimentum sit, apposito ad alteram partem pondere, descendat libra, & eo amoto, iterum ascendat, & ad æquilibrium reuertatur. Si vero deor sum fulcimentum fuerit, depressa ad æquilibrium non reuertatur?

Bimembrem proponit Philosophus quæstionem, quam trimembrem debuit, triplici si quidem loco fulcimentum aptari potest, superiori, medio, inferiori. Nos de omnibus ver ba faciemus. Prima Quæstionis pars.De Libra sur sum fulcimentum habente.

Aristoteles primam quæstionis partem ita soluit: An quia sursum parte quidem existente, plus libræ extra perpend culum sit? Spartum enim perpendiculum est: quare necess<*> est deorsum ferriid quod plus est, donec ascendat qua bifariam libram diuidit ad ipsum perpendiculum, cum onus in cum bat ad libræ partem sursus raptam.

Sit libra recta (hoc est, in æquilibrio constituta) BC, spartum autem AD, fulcimentum autem D, desuper: sparto autem deorsum proiecto ad M perpendicularis erit vbi ADM. Si igitur in ipso B ponatur onus, erit B quidem vbi E, C autem vbi H, quamobrem ea quæ bifariam libram secat, primo quidem erit DM, ipsius perpendiculi; in cumbente autem onere, erit DG. quare libræ ipsius EH, quod

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