Philosophiae naturalis principia mathematica . Si radices dufB majores funt aequales & tertia ejufdem figni, crura^Hyperbolae jacentis verfus D {Fig. iSOfefedecuffabuntinforma AWipropter contadum Ovalis. Quae Species eft uudecima. Si tres radices funt aequales, Hyperbola ifta fit Ca/^i<//3/^/? fmeOva-li, {Fig. 19.) Qu5e Sj^ecies e{\ duodecima, Si radices duae minores funt aequales & tertia ejufdem figni, .OvaHsin PufiEium tv^nmx, iFig. lo.) Quae Species eft decima tertia: Infpeciebus quatuor noviffimis Hyperbola quaejaeet verfus D,Afymp-totos in finu fuo ampleditur, reliquae duae infinu Afy

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Philosophiae naturalis principia mathematica . Si radices dufB majores funt aequales & tertia ejufdem figni, crura^Hyperbolae jacentis verfus D {Fig. iSOfefedecuffabuntinforma AWipropter contadum Ovalis. Quae Species eft uudecima. Si tres radices funt aequales, Hyperbola ifta fit Ca/^i<//3/^/? fmeOva-li, {Fig. 19.) Qu5e Sj^ecies e{\ duodecima, Si radices duae minores funt aequales & tertia ejufdem figni, .OvaHsin PufiEium tv^nmx, iFig. lo.) Quae Species eft decima tertia: Infpeciebus quatuor noviffimis Hyperbola quaejaeet verfus D,Afymp-totos in finu fuo ampleditur, reliquae duae infinu Afymptotonjaccnt. Si dusB ex radicibus funt impofTibiles habebuntur tres fine Ovali decuflPdtione veJ hujus cnfus Species funt qua- TE R T II O R D I NI S. %, quiatUGr : nempe decma quarta fi Hyperbola Circumfcriptajacet ver-lus D, {Fig. ao.) & decima quinta ii Hyperbola Infcripta jacet verfusD, {Fig. 21.) decima fexta ii Hyperbola Circumfcripta jacet fub bafi^(5^ trianguli DdiJ, (^Fig. zz.) & decimafeptima {Fig. 13.) liHyperbo-la infcripta jacet fub eadem bafi.

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Keywords: ., bookauthornewtonisaacsir16421727, booksubj, booksubjectmechanics