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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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168 Analysis Infinitorum.
C AP. 12.
supra manentibus, erie juxta C ap. 2, 5. 35.
aequatio adtansentem f2b m + fZ d m =. 58 b d:
38
quare 6 Y d = h = m = q Cx DEOPEICtaTC
trianguli rectanguli, 21, 22, V.
Portent hinc omnia exempla 5. 37. Cxhibita
deduci; s enim Aat, f = t, ec Z = y, erit
b = n, _ d =. 1, adcoque B = n + y = 9, UF
in exemplotertio.
Schol. quod, s quis hinc conversum medireeur; E ex
data b seu 23 relic inquirere currilinei 193 magnicu.
dinom; patec ex praecedenti rorum hoc negorium ad probi.
5. 95. Cap. I. proposicum reterri, nempe ad inventionem
CurVE A, 23, P, cujus subnormalis OV sC dara = B:
de quo alibi lacius actum est. Incerim licer 5. 37. e 29.
exhibica exempla rarios videancur innuere modos, quibus
idem, a posteriori restipia relesendo, obtineri poNit; ex
5. 4r. camen sacis est manifeltum, cocam hanc, gnae primo
Lele offerre videtur, principiorum rarierarem in unicum
hoc, quod modo proposuimus, delinere.
Duxnam eriam Sceorum, qua 5. 38. tradidimus, cum
modorecensitis disserentia, adhibiro calculo generalioriad
methodum S. peaecedenris, elucescer.
Possent de hic relariones curvitineimenturabilis AO3,
nacurali quodam ordine disponi; a simplicioribus ad mgois
compolica proprediendo, plnrimorumq. 2deo currilineo
rummenturae rradi, ex variis iphus s (eu a, 22, 2d A9,
celationum hyphochesibus oriundae; ac quortum: cum
non nisi generaliter soluro Exepius insinuaro Tubnorma-
ium problemare, desideratum obcineri queac.
d. 44. vt3 L1. a a a 21. A  AD. 43