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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 28
# Folio 11r, page id 00068241:0021
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11+1
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LI
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et c.
a
i ulumque exemplic cusa.
L
si sit
it a. b. C. d eut aquaego X
X1 +1 + 1 + D seu
1
a 1 I= 1
a
aego a
vrjo. 2
X
it
 se cum literae inveniendae (. m. orc. V.Z. sint H1. potens
undelim hypothesibusties res transigi
1.
d naquia pla sovindte
sit
essent undem aeque vytiones. I incognitarum, quod paulo prilioio
hinc foret considerandum posse tales sumi Hhypotheses  ul X
siat aequioat si sit aaequ. l. et baequ + 1. et Caequ. = 1 et
D aequ = 1. utem si sit aaqu 0 et baiqu 2 et Caequ - l. et daqua
lem si a aequ. L et b 2 et c aequ= 1 et dequ . 4
t
10
in quibus casibus omnibus cum fiatX.
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10110
restibit selum sa + + a 6+ Da b +y
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e
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et pro quiaque istis literis s. F. V. V. Z
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ope invendendum
10
15
1115
1
e
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e idem quod O
+
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1a 15
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ag
inveniendis (assumtis quinque hypoo
rbentur quinque aequationes simplices quarum
a
Habalis jam his quinqus non majori difficulitale lenvenicus
essumlissseu aliis hypothesibus. Et in loc
c
tur reliquuae sex literae l
Calculo id commodi est quod una quaesittium inveniea simul eode modo
tantum permutando invenientur omnes.
tad  si remlale modo
nveniri possibile est, hac quidem via  hoc novo nondumque a quoquam
usurpato
calculi genere, brevi sime invenittuo