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# Title: [Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica (shelfmarks Leibn. Marg. 100:1/2, Stück 1; Leibn. Marg. 100:1/2)
# Folio 877, page id 851387705:0897
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A
PFOD. XXVI. DeCalculo Contri Gravitatis.
Casits II.
a =-0. 8 a = 0. 64 a = = + = a2 = 0. 36 a =0. 6
b = 0. 6 B =0. 36 B = + = B =0. 64 B = 0. 8
a - B =B - a2 = 0, 28 V: a = b : =0. 5292502 +
4 + 2a = 5. 28 40 + 2a4 = 3. 168
SDDSP = 4 + 2a - a R Q = L. 6587609 +
SSpSSF(= 2SDDSP) =3. 3τ75218.f
S5B = 2SDB(= BBP =SDDSP) =0. 4356342-
SDB = 0, 2Y7 8E7X L
4+ 203 = 4. 72 4a + 203a -
76
BSSB= = = a R R = F, 9771090 +
S8P(=BBP - B8SB) = 0. LV, 2867 +
DBSD (=BDDSP - S5P. -B55B. 250B) = 1. 5424 748
4+28= 5. 28. 46 +28b = 3. 168
nersium BE. L.B = Z + 2B7 R9 = F. 658,609. +
trestei
F L P (= BBP -BL FB) =0. 4356342. = 11. 1
LSSF. (=B5SB. BCLB)--0. 3183481-
R =- 0. 75 Sinus Ang. EP. 48. 35, 4229 =
TC
0. 539893+
2, 0000000Q= c
0. 539893F511.
R =0. 75 Sinus ANS. B1 48. 35, 4323= 7, 00000002 = d8.
aB = 0. 64
1: a2 = B2:
2R = 0. 8267073 = Sinus AnS. 8r. 55, 46, 26821
0. 6196793
F. 000000O= d.
6=0.539893F  ==0. 535893Y  =06796793
6b - 21 = 3. 168 6b0 - 265 = 1. 7103814. 40 = 2. 4787172
6 3 B2
4
= - BCR= B= 0. 8955536).6.
24 a 2Q = 0, 8955536 ( = Tucersexment. DFFD, = 2. 2485575.
+3C R28 L +. 2978533
R28
= - 2. 094395F
= aB R V: a - B: = 9. 253992F
salrem F. 24856 proxime.
Frusti Sphae- 5Major, FSPSF, (=SDDSP F DFFD) -- 2, 9073184
rici, POrtiOL MINOE ESPSF, (=SDDSP= DFFD,) = 0. 4102034
2LF DB(=BL. J. B- DEFD) =0. 4. 102034
L. FDB - O, 205TO7
2SFL (=ETP-FSPSF =ESDB ZLFDB) =0. 0254308
SFL. = 0, 0127254
Acque ad eandem Forman procedendum erit in alis casibus quibu scungile, proyt
alii acque alii ralores ponuneur datarum magnicudinum a ec b.
Inrentis aurem (pro calibus alsignatis quibutris) Porrionibus Frusti Spharici:
habentur correspondentes portiones Frusti Sphaeroideos, ductis singulis inf; gux
cunque Fuerit ea ratio, Axis Spharocideos ad Diametrum SphaerX; (BB ad BB, vet
CB ad CB= C P, vel C.s = K ~ ad CD = R F =HS Cosinum dati DS, in
Circulo Radii CP;) quam appellamus, fad r.
STTET:
F18. 194.
295, 190
1973 198.
PR O