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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 6
# Folio 2v, page id 00068256:0004
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068256&page=4
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pag. 11
 nec verum est esse (bc) = (b) (C)
(b+C) = l- b - C = (b) = C = (C) - b
F 110000110500
1b c = - be
Copax on obba
quaritur l = 1 si b = c
=0 si b = (c)
10101
1011
100000
Or oq op on um il
1e od ic ob 1a
1aor 1a09 1aop 1aoh iaim 1a1l
obor oboque obop oben obim obil
ICor 1C0q rcop 1con icim scil
odor odoque odop oden od odil
1eoqu ees aeon rerm ieit
1a )l+ 1 = 0. Ergo ,L+ vat 1a1l = 1  et 11 =,
caim + obil + 1 = 10 . 1im + obi l = 1 im + ob = 1 m = 1b)
iaon + obim F iciL + 1 = 10 vt  on + 1C + 1 = 10 n = (C)
op + obdCH1C1 (6) + od + 1 =  n 10 vel 100
quaeritur quantitas y quae sit o si d sit o, et quae sit e si d sit (0) seu 1
sane si y sit f posito C d esse 0 et e posito d esse (0) fit y = (+)  + ZC. sid Z= 0(d) + ()d = d
si X sit e posito d = 0 et X sit (C ) posito d esse (0) sit X = (Z) e + Z (2) et Z = 0(d) + (0) d = d et x = (d) e + d (e)
et fiit y = (d) f + d e Hinc si f= 0 fit y = de
quaeritur quantitas quae sit 0 si c = d et quae sit e si c= (0) fiet (2)0 + ZC = ZC et Z = d6) + D)c ob sit sser
(11) e + (C)de) sit 1 - cd) e = (c) de = 1 - c e + cde- de +c cde
quaentur quantilas quae sit 1 si c=d et quae sit
l, m nehet a, b, c, etc. debent se in salculo habere eodem modo quandm non perve
nitur ad diadmul diversitatem longitudinis in multiplicato et cunlliplicante
valor ipsius at deducitur ex bmt et, ut ~ 1- A ducitur ex bm + el ut - 1 ex am + bl.
1- p
bn +cm +d ut - 1 exhibm tel