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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 35
# Folio 2r, page id 00068248:0003
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Estautem Y2 aequ.
t
dabit
1414213. Ergo 602060
1009000
1000000, S2
 602060 qui erit hoc modo Logarithmus circuli
1414213
quad quadiusla rationis quadrati in scripti ad
Tabularis, si bene conjecimus
Cfui9
ponendo circulum radiis 1. esse
Hanc fractionem convertamus in denariam, fiet:
Ratia Acunterentis ad diametrum est
425729,8
10000000
circu suspti ad circutum chrtatique quadrati circuse circulus est factum ex tircuro ferentia
circunt atvid.
Diam  eirc
ediam 
semicirum ferentia in semidium etrum
seu  sit circulus aequ. c: diameter aequ. d. peripheria aegr. e
erit c. aequ. 2  in  4. seu c aequ.  d.-
at
a
ht radius 100vo0vvete. et Diameter 2000000 Cx.
0ovour
et quadi diametri 400000000OVe et peripheria
314
214 1r qe
10000voods
10000 et circulus 31(415926200000000
1000
seu gra
1000000
100000
700000000
q aqu 2111592
200000
et peripbreria:
6283184
1000000
et Circulus 6283184 20000
1000V
606Y
Cogarisimus 000000
100000
seu circulus 3141592 posito
1000000
radio 1
314 logarit hmus 249692.96
100
a
209000.00
1969296
n
1960206
100100100
497068
Ergo veri characteres sunt saltem
49. deberent autem esse 42 Quia supra peosulous logarithinum
Circuli Tabularer fruximus esse 425 qui tamen une reperitur 49 ec
1000000
aequal
602060 et 1000ete
497136 en
seu
602060 erc
auq
10000 et
e et erit circuli arta:
atb
quaeritur qualis 2.
a + 6  a -b
b
dabit:
6026650060000000000007425720)
6383.
A+
(X
297068
497137
31415. habet logarithmum 497136
0000
Ergo Z1)
00∞000000+12110
1X66666
1602660606050F 121107
A9 366666
quaeritur alicujus logarnichini numorus sed
13883
uos cudit enter duot 656002 12656960
dimit
6C
1296E-
656481
656002
483
6291
opus inter num cater 45
Conarithmorum numero
ex quibus. quaesitus quotus sit
ex orome ubi locare tur entec
se E
imo
ompe
ferentia, nam sunsta se
b est tta
iste AT+ Cogarithins non est in labula quomodo agemus vig
quanitur n imnem locarithimi C5609
summi
dimid
sum
s
ABOcodicunter diiss
 horum sumum
6524+
Sirus
624
C
dimid
Ergo interpositis decem meduis proportionalitus
et
era 4029e dimidia summa
dim
14
124
saios 2
7+
0
613083
py2
ad 17
it
B9
2ut
dird91
8