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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)
# Folio 76, page id 1032977698:0098
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76
analysis Infinitorum.
CAP. I.
IBrationem semper eandem, ut p adg; SIELN
ipsi N Bnormatis, rectequae BL _ CM respeC
tiraS CUEraStanganE; guaritE MN: F; darz sINE
LB: f, LNB, GNT: Z, BN: y, IR: X, RNI: l. CurVa
IB: C, CR: b, PS: n tum infinicesimae, BC: U, BD: 0,
TIE: a FC: e, HIK: i, Crir Z: c:: y: 9, ITCM S: B: : 1. 0,
unde o 2
f; dc hincW bZ.
Jam ex curvarum relatione p: g:: X: c, unde
2
pfyc
BZ. GuarC 4bZ=Is IAM VETO IUXLA PEX-
1be + l2e
cedentem e: l:: t: Z + l, undei=
ec tandem +=
lZ
pfu = 9bb.
+ 2
 Pfye
41
70. Sijam lBAN St quadrans circuli, a ratio
Padgutratio radiir, ad peripheriae quadeanrem
derit IHICE Onadratrix vererum, ac p ec y e r 2-
qualia, item q = d ec h= f ob intinitam puncti
lo dictanciam, unde
d2.
nea Peinvenietur=
r ab. ex Ei quaeratur li-
N
77. Sirelatio data Fucritp : g: : X : c.
Sens ex anterioribus clucescet.
Schol. FF huc quidem usque ca porssimum queesio ven
Tilata Fuic, qua recta inquirebarur in daro puncto curvam
daram tangens. Inde Verb: GF: Fig. X, ex data curra
ADF. Proprierace, iptisque AQ, OL, seux d ydacis (da-
Eoenim PunCtoD, _ haec daca unc) invenire necestarium
Fuis, crianeuli rectilinci FOD proprietarem, auc racio-
t2n-
dCl