10997
46[Figure 46]
pe ſic armillam circularem k N R, ad armillam cir-
cularem L M Q. Quare eodem modo concludemus
eſſe figuram E C, ad figuram A B C, vt ſolidum
ex E C, circa S T, ad ſolidum ex figura A B C, cir-
ca eandem T S. Quod erat oſtendendum.
cularem L M Q. Quare eodem modo concludemus
eſſe figuram E C, ad figuram A B C, vt ſolidum
ex E C, circa S T, ad ſolidum ex figura A B C, cir-
ca eandem T S. Quod erat oſtendendum.
SCHOLIV M.
Cum præſens propoſitio ſit propoſita in tanta vni-
uerſalitate, adeovt comprehendat infinitas figuras
circa diametrum, & infinitis modis diuerſificatas,
impoſſibile videtur poſſe ipſam oſtendi in tali vni-
uerſalitate vnica conſtructione niſi per indiuiſibilia.
Modo etiam archimedeo probari poteſt, ſed in caſi-
bus particularibus, & conſtructionibus proprijs, vt
quilibet poterit experiri.
uerſalitate, adeovt comprehendat infinitas figuras
circa diametrum, & infinitis modis diuerſificatas,
impoſſibile videtur poſſe ipſam oſtendi in tali vni-
uerſalitate vnica conſtructione niſi per indiuiſibilia.
Modo etiam archimedeo probari poteſt, ſed in caſi-
bus particularibus, & conſtructionibus proprijs, vt
quilibet poterit experiri.
Ex hac autem vniuerſaliſſima propoſitione, ea om-
nia, quæ ſunt deducta in corollarijs propoſit. cit. in
opere de in finit. parab circa varia ſolida
nia, quæ ſunt deducta in corollarijs propoſit. cit. in
opere de in finit. parab circa varia ſolida
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