Casati, Paolo
,
Terra machinis mota : dissertationes geometricae, mechanicae physicae hydrostaticae
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triangulum FEG, cuius latus FE datur, an
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gulus EGF æqualis angulo EAC obſeruato
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innoteſcit propter linearum CA, FG paral
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leliſmum, & GEF eſt complementum ad
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duos rectos anguli FED obſeruati. </
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<
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>Inuenia
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tur itaque latus EG; quod ablatum ex EA
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diſtantiâ iam notâ duorum locorum, iņ
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quibus inſtitutæ ſunt obſeruationes, relin
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quit GA. </
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>At in triangulo EAC, lateri AC
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parallela eſt GF, ergo vt EG ad GA, ita EF
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data altitudo ad FC quæſitam ſemidiame
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trum. </
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>Vel etiam ijſdem poſitis, & obſerua
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tis angulis CED, GAE, atque diſtantiâ AE,
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in triangulo CAE noti ſunt duo anguli, (an
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gulus ſiquidem CEA eſt complementum ad
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duos rectos anguli CED obſeruati) & latus
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adiacens AE: inueniatur igitur latus EC, ex
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quo dempta nota altitudo FE relinquit quæ
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ſitam terræ ſemidiametrum. </
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indicium ſufficientis diſtantiæ inter A & E, ſi
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angulus CED obſeruatus fuerit maior angu
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lo CAE. </
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LI. </
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Octaua me
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thodus in
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ueniendi ter
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ræ ſemidia
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metrum.
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LII. </
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Idem aliter.
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Gal.
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<
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> Ea profectò ſunt, quæ hactenus di
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ſputata ſunt, vt vix cenſeam fieri poſſe, vt
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alicui nulla ex his methodis arrideat. </
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<
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rùm ſcrupulus eſt, quem fortaſſe ex multo
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rum animis non facilè eximas: exiſtima
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bunt ſiquidem angulum, quem cum per</
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