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# Title: [Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductae] Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductæ (shelfmark Leibn. Marg. 149)
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CAP. VI. Analysis Infinitorum.
5. 23. HIaC, juXtA PrXCCdenteM, XquatuE
ris hoc est superticicicrlindricae, cujus ba(1S
cA curra k, _ altitudo est circumferentia cir-
culiradio Z X seu l descripta.
5. 24. Ouod (I sCCUINda CUIEVA CXPONatE,
cujus lonsitudo =. 8, dictantia centri sravitatis
ab aXCMOTUS = n; erit superficies ex hujuscuE-
Va Circa hUINC AXeM FOtatIONC GeNITA PEEPrRCC-
dentem
81
c
r; d haec ad superticiem primam
(cu r UE pn ad et; unde ex tribus rationi
bus, superticiei ad supersiciem, curvx ad cur-
Vam, dicana cencri sraritaris in prima cui.
va ad candem distantiam in secunda, datis dud
bus dybitur textid. c
Plura hinc nec exipux norx particularia subsequentur,
ceneriq. praviracis inveniendi mulcitaria methodus, si quis
haec penirius prosecurus fuerit, haec aurem apud erudi-
risimmaSaurhores Wallisium, Steph. ob Angelis, aliosque in co-
Dia reperient, quibus doctistima eorum monumenra evol-
vere rempe tueriC. + ( LiI
appendicula.
Oo vero haectacilius in usum deaICaMEHL, HON MIIII
eile Forsan Fuerir platorum, solidorumq.; nec nONMI
Perticierum, ac linearum curratum exponentia algebraica
in unam qualtcadam, contraxisse
DIE erpo, Fiura  un C eique
circuo