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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 5
# Folio 17v, page id 00067964:0034
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pro datis scribe determinata
es  si datur A. B. Y La data A. dabitur A. V vet B. V, vel A.
2 si datur A. V et B. V datur R. et A. B, datur A. B. V
 si dater A. B. V, et datis, A, B,  datur Y; et datur A. B. V.
datur
ut
V dabitur Y. V. Nam ob datam A. B. V, non
non pt qudem non potest Y, et si nveatur variare situm
es
ad A seu
seu V non potest variare situm ad V, his
salvis Nam si variet situm ad Y, valba ergo
mondat V H e neq datur V. Y.s
. D 2 (Y). A. B. Ergo Y ∞ (Y
A A. B. V C A. B. (V).
a
1
A. B. (V). (V
posito Y. H. B 10
∞∞I
T A. A. B. Y ~
Erqu
erit
D). Y
A.
B. V.
(4+)
+
posito durante mutus (manenlibus. A et B) Y et Y situm servate inter se
am  ob
seo Ergo per 2 erit (3to)
ae produde
v
A. B. V. Y ~
.
A. B. (V).
Quod erat dem.
tempe cum AB V seivet  situm ad A. B. servabit etiam
ad id quod immotum est, immetis mamentibus
s
2
 A. B. (Y) se quitur
Posito praeterea A. B. V∞
quotur  V. Y
et
3
.
valet ergo esta consequentia A B. V determinatur ergo es V
jam datur A. B. V et A. B. Y. est unic. Ergo datur Y. V seu
in omni propositione datorum pro psit quacumq put determinantibis
g. potest demonstipm delerminalm
determinata Datur A. B. V in hanc aeqtidn resolvi potest con-
gruenliam A. B. V  v
 1
A. B. Y est unic. in hare resolvi potest A. B. Y ~ A. B. (Y,
Ergo
X() Y ∞ (Y) seu determinata dater A. B.
et determinate datis A, B, et ddatur