Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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183
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ma ferè ſunt omnia.
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rectus.]
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Angulus qui ad
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continetur à
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lateribus
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<
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rectanguli lecti, itaque rectus eſt.
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]
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Id eſt angulus
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æqualis eſt angulo
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quod verum eſt. </
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partes duarum parallelarum
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incidente in ipſas recta
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<
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Quod hic dicit Ariſtoteles
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vertimus parallelas. </
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">Sic enim etiam locutus eſt cap. 5. lib. 1. poſteriore
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analytic. </
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">Si quis igitur inquit demonſtrauerit, quod rectæ non con
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currant, videatur huius eſſe
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abbr
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demõſtratio
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. </
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">Non eſt autem, ſiquidem non, quod ſic æquales ſint, id fit: ſed quate
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nus quomodolibet æquales.
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Ex tribus diagrammatis in contextu deſcri
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ptis quod ſecundum eſt oſtendit, extenſionem funium breuiorem ea,
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quæ in primo, & tertio eſt, vt argumento problematis conuenire vi
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deatur. </
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">Eſt enim
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lõgitudo
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funium in eo duntaxat 28. pedum cum 4/5
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vnius pedis: cum in primò ſit 34. pedum ferè, & in tertio 40 1/2 fere.
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makra\ cu/la a)p' a)/krou
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fe/rein e)pi\ tw=| w)/mw| h)\ kata\ to\ me/son.</
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">27. Cur difficilius longa li
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gna humero feruntur ab
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extremo: quam à medio
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ſui. </
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<
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">*dia\ ti/ xalepw/teron ta\ makra\ cu/la a)p' a)/krou
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fe/rein e)pi\ tw=| w)/mw| h)\ kata\ to\ me/son, i)/sou tou= ba/rous o)/ntos; </
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g0132602
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po/teron o(/ti saleuome/nou tou= cu/lou to\ a)/kron kwlu/ei fe/rein,
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ma=llon a)ntispw=n th=| saleu/sei th\n fora/n; h)\ ka)\n
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mhqe\n ka/mpthtai mhd' e)/xh| polu\ mh=kos, o(/mws xalepw/teron
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fe/rein a)p' a)/krou; a)ll' o(/ti kai\ r(a=|on ai)/retai a)p'
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a)/krou h)\ e)k me/sou, dia\ to\ au)to\ kai\ fe/rein ou(/tw r(a/|dion.</
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<
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humero longa ligna ab ex
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tremo:
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quã
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à medio ſui, vt
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æquale ſit
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põdus
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. </
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<
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extremũ
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ligni agitati ferri
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prohibet, vt quod
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nem</
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agitatione magis reuel
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lat? </
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<
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incuruetur,
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neq;
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valdè
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maiorẽ
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iorem</
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<
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lõgitudinem
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habeat,
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<
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tamẽ
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ab extremo ferre dif
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ficilius eſt: ſed quod faci
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lius à medio ſubleuetur:
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quam ab extremo. </
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