Full text: Angeli, Stefano: Miscellaneum Hyperbolicum et Parabolicum


INtelligantur omnia ſolida antecedentis propo-
ſit. & ipſis conoidibus ſint circumſcripti cylindri
QC, TF. Quoniam conoides hyperbolicum con-
ftatex differentia conoideorum, & ex conoide para-
bolico; & differentia conoideorum eſt æqualis dif-
ferentiæ conorum; ergo ratio cylindri Q C, ad co-
noides A B C, erit eadem cum ratione eiuſdem cy-
lindri ad differentiam conorum, & ad conoides pa-
rabolicum E B F. At ratio cylindri QC, ad dif-
ferentiam conorum eſt eadem cum ratione quadrati
A D, ad tertiam partem rectanguli A E C, vt con-
ſideranti patebit; quia cum ſit ad conum A B C, vt


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