. Commentarii Academiae scientiarum imperialis Petropolitanae . A T P (^o,n7,?, Jc.^Em ;. V^. A r P S DE CONSTRJ^TTIONE AEQfATlONFM. 85 §. ^6. Siti autera 7 abfoliite poteft integrari, fieri quoqiie poteft vt ciiriia fit algebraica: \t fit f~—V) erit — b — v et p—(l; — v). Ex hisfit x^fds ) etj^fdsCin. A{d-v). ergo Iwec integnilia ira poflunt exhiberi vt non-nifi Cm. Ailf — v) et cofiii. A(^—1;) contineant, totiesob I ::r:Dfin. A(^—a;)-l-Dcof A(^—1;) aequatio al--gebraica inter x et j obtinetur. Vt fi fuerit r — acric x=za fin. A(b-~v) et j —
. Commentarii Academiae scientiarum imperialis Petropolitanae . A T P (^o,n7,?, Jc.^Em ;. V^. A r P S DE CONSTRJ^TTIONE AEQfATlONFM. 85 §. ^6. Siti autera 7 abfoliite poteft integrari, fieri quoqiie poteft vt ciiriia fit algebraica: \t fit f~—V) erit — b — v et p—(l; — v). Ex hisfit x^fds ) etj^fdsCin. A{d-v). ergo Iwec integnilia ira poflunt exhiberi vt non-nifi Cm. Ailf — v) et cofiii. A(^—1;) contineant, totiesob I ::r:Dfin. A(^—a;)-l-Dcof A(^—1;) aequatio al--gebraica inter x et j obtinetur. Vt fi fuerit r — acric x=za fin. A(b-~v) et j — a cof A(^—4;) ideoque^-+-^=1 Ceu j-zza- — x% aequatio pro ciiculo cu-ius radius eft —a. L 3 SOLV- 8^ SOLFTIO PROBLEMATFM SOLVTIO PROBLEMATVM RECTIFICATIONEM ELLIPSIS REQVIRENTIVM. AVCTORE - Leonh, Etdero, A- Tabuia VI. j^ Gitata lam fuperiori feculo inter Geometras funthuiusmodi problemata, in quibus linea curua re-quirebatur, quae ab infinitis pofitione datiscur-uis arcus aequales abicinderet. Communicauerunt etiamillo teraporc CL Cl. Geometrae elegantes folutiones procafu, quo curua
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