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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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1d
CAP. VI
Analysis Infinitorum.
257
aquabitur omnibus, hyc - 6 dy c = 26778
(cu 0 in b - d - : y in y e5
Cum autem b = d = = y sic aequalis linex ou
qua centrum gravitatis rectanguli 9 PD H di-
sat a linea YV, erit linea vo, seu distantia
centri gravitatis rotius AgurX AO F ab aXC
FY = b = k, unde juxta S. I. ceunt omnia
2V in ye = bf - kf; adcoque trUNCUS
d
superior  in bf - k f ad truncum interiorem
b kf utb = k ad k, SCWuE  a 2d a Z, hoc eA uE
Partes linca Er resectX a centro sraritatis fOUTR.
5. 5. Ouod A haec ad solida, cum conoidi-
ca, tum ainnularia cransterre placet, Patet ex
5. 20. ecc. C ap. TII. Solidum tubulatum ex fiBura
AOF Circaarem CB FOTaEUI, Xquari omniu
2 4y e6  y y ec
bus, 2r 15 quod solidum si voce-
tuE: 5, quia omnia dy c + = Yye Cx 5. 3. TUINE
dy cc 4 1y y e0
equalia k f; Crun omnia
kf0
corpushac ratione genitum = r = 5.
sei
5. 6. Onde ad similitudinem 8. 3. Solidum
omne anmilare seu s aequale est extindrico, cu-
jus batis CA f seu figura AO F, de altiendo