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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 216, page id 1032977698:0238
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216
Analysis Infinitorum.
2 dy0 + y yc
CAP. TII.
3 A vero in basi, BC D elevetE
cxlindrieus, cujus altitudo FH vocetuE h,
ec qui secetur plano ZI A per F AS transeun-
ti, Ita ut AG CIC: b, truncus inferior alscbra1.
CC ExPOHCTUE juXTa S. 5. per omnia EFapCZId
PFF. a Ccu omnia
2 d yb + y yB
2b
3 qui truncus
erso erit ad solidum roratione genItuM, WtOM
nia
2 d y b + y y B
26 ad omnia
2 d36 + y7c
1I 2Y
est, ut h seu altitudo cxlindrici ad
3
hoc
Ceu cir-
cumferentiam in radio G A seu b: vel POTitO
p = b, aut angulo _ AG Pemirecto, ut r ad 6,
Scuueradius circuli ad peripheriam.
5. 39. Hlinc aNumto, in FIGUTA LXVHI.
spatio altero DBC; caeterisque, quae tumron
cationem tum trunci sectionem spectane, Factis,
ut in praecedenti; vocentuE AF: Z, PF: X.
altitudo PI: 5, G A: Z; erit juxta praecedentem
truncus inferior ad solidum tubulatum ut omnia
2 Z X 5 + X X 5
28 ad omnia
2 Z X C -F X X C
2
3 Peu ut
5ad r; unde, rocatoteunco in FiC. LXVI:
F, in FiZ. LXVII: p, Colido rotundoin Fic.
EXrI: F, in Fis. L. XVII: b, Factoque r =4