154134GEOMETRIÆ
figuræ, quæ erunt dictorum ſimilium ſolidorum, &
tangentium op
poſitorum, figuræ incidentes, ſint igitur talia duo plana, quorum,
& oppoſitorum planorum tangentium in ſolido, AP, communes ſe-
ctiones, HL, OO, G, & ſolidi, V & , Σ 3, 28, in his autem pla-
11Defin. 11.
lib. 1. nis ſint eorum incidentes figuræ, H {00/ }, Σ 2, iſtæ igitur erunt figuræ
fimiles, & tangentur à dictis communibus ſectionibus, quæ erunt li-
22B. Def. 10.
Lib. 1. nearum homologarum earundem etiam regulæ, ſint earum inciden,
90[Figure 90]
tes vtcunque inter eaſdem ductæ, LG, 38, &
extendantur inter di-
cta oppoſita tangentia vtcunque plana eiſdem æquidiſtantia, altitu-
dines propoſitorum ſolidorum reſpectu dictorum tangentium ſum-
ptas ſimiliter ad eandem partem diuidentia, ſit igitur vnius ductorum
planorum concepta in ſolido, AP, figura, BC, eiuſdem autem, &
figuræ, H {00/ }, communis ſectio, OX, quod etiam ſecet incidentem
figuræ, H {00/ }, quæ eſt, LG, in, E; pariter alterius planiconcepta
in ſolido, V & , figura ſit, Π Ω, idem verò planum ſecet figuram, Σ
poſitorum, figuræ incidentes, ſint igitur talia duo plana, quorum,
& oppoſitorum planorum tangentium in ſolido, AP, communes ſe-
ctiones, HL, OO, G, & ſolidi, V & , Σ 3, 28, in his autem pla-
11Defin. 11.
lib. 1. nis ſint eorum incidentes figuræ, H {00/ }, Σ 2, iſtæ igitur erunt figuræ
fimiles, & tangentur à dictis communibus ſectionibus, quæ erunt li-
22B. Def. 10.
Lib. 1. nearum homologarum earundem etiam regulæ, ſint earum inciden,
cta oppoſita tangentia vtcunque plana eiſdem æquidiſtantia, altitu-
dines propoſitorum ſolidorum reſpectu dictorum tangentium ſum-
ptas ſimiliter ad eandem partem diuidentia, ſit igitur vnius ductorum
planorum concepta in ſolido, AP, figura, BC, eiuſdem autem, &
figuræ, H {00/ }, communis ſectio, OX, quod etiam ſecet incidentem
figuræ, H {00/ }, quæ eſt, LG, in, E; pariter alterius planiconcepta
in ſolido, V & , figura ſit, Π Ω, idem verò planum ſecet figuram, Σ
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