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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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294
Analysis Insinitorum.
C Ap. III.
seripcas adhibere; rationemq. coniad cplindrum, urvOrC
ex Cap. TI. 5. 23. immediare proctuentem, eodem cum
caeceris principio demonsrare; cum conus, ueur exfiou
ra rectilinea seu crianeulo ortum ducens, rorationistamen
nomine currilineis annumerandus videatur.
5. 26. Hlocnocetur, cum in sequentibus Tem.
per subintelligendum veniat, cadem haec ominia
in convertione partiali locum habere. Si enim
rectansulum AP E P cirCa aXCM AP PeF AY-
CUm LE TANtUM CONVertatuE, erit (arcu fii-
li in radio r Posito= s) Pars estindri conver-
sione ilthac imperfecta geniti
2 ∞
POTTEnE ex eodem, quo 5. 15. us sumus, Fundamento,
seu currilineorum in rectangula dirisione, generalia soli-
dorum Ermpromata deduci, cum veroeorum in crapezia
diltinctio rum hanc, quam incendimus, colidorum dis-
custionem, cum ex superficierum condidalium nacuram ma.
Bis directe specter, hanc riam eligemus.
5. 27. EX PEXC: FIZ. LIX, spatium AO F
conctat infinitis erapexiis D O P F, F POF
ec; qua si lingulae rorentur circa luOS aXeS
P, PO, efficiene roridem conOs truncatos,
vertices habentes in 7 ec V, ubi tangentes
Icu Currae coincidentes DF, FF, productx
axem O A secanE; omnesque hui coniteuncati
ex TrapezIIS D O) P F CIFCA AXCS
_ P volu.
ris conticiene solidum ex integra Firura mix-
tillInCa