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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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C. AP. 2.
Analysis Infinitorum.
95. Nocetur, quod in sequentibus utum ali-
quem praeltiturum est, ex mechodo modotia-
dita sequi, quo pacto, FIT. X X ZZ. ex dati in-
tervalli cujuoris  R (quam lineam et sab-
normalem in legq. rocabo) valore analxtico
CUIEVZ AD F aequatio conreniens indasari pol-
SIE, 7O.Ita enim 
ii
vens seu F = I, urinotum; quae subtangentis
exprettio ad terminos proximas reducta, juxta
5. 94. requilitam eguationem prodet.
Schol. Drxecedencium demonstrario ex 5, 14, 17, 35.
non dissiculcer coltigetur; cum, quae issibi circa metho-
dum caneentium directam praecipianeur, bie ordine re
ironrado sine cradica: ac solus jam cerminos remotos Lab.
tangeneis ralorem exprimences ad proximos reducendi
modus hac in parre desiderari videtur, quod effectum da-
Dicur, s cornira sic mechodus aequacionem datam in duo
Loca, vel duas porins aguariones, resolvendt, cuae da-
tam inter se legem e condicionem obferrane, talem sei-
licer, qualis incer requarionem currae, camque, quae suh-
tangencis valorem exprimir, ex supra eradicis requirieur.
duod, quam variis modiscentari queac, equacionim con-
sructiones palam Faciune; hoc errim calu aequationem ea-
cam quameunque in infinici severis loca dirimi, in eagu
quodliberfere quancirares, ex allumex hypocheleos insticu-
o, seu aequarionum, cum ipsius CurVa NacurAM, tum ejus
subcansenrem exprimencium relarione mutua, decernri-
nationem patiences inrehi pose, post edicum Celebetr:
Slusii Mesolabum nemoignorat.
Cunque jam cermini subcansencium proximi ex mectio
dis 5. 143 173 35, oriundi ex facili dignolenneur; nssi
nimIITUMI currarum aequaciones per unius pluriumye cus