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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2a
# Folio 65v, page id 00068197:0130
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etiam aequetur quadrato quod facile est
siet D = aE
=
i-au, et fie
v
EEM
D-. ab = 2a8: B, = a b -2ad OD- aa: BD
EF ita habemus formole aZ + b72 + g100 aequala a S
a quadrato
via tic spondiet
6V
daa
Cbxx E+ Eaac aequareito,
ab 2a, G9da = constanti a.GC
act tcEp
v3
as
quam
habetur D constans et V = aa): EE
a  sed non procedit ut vieo
oit
3
quia si ee constans,  fiet etiama
constans.
L. V
q
et ab -2ac, it
desideratur ut simul ge- aC,:C
sint quadrati. puus aequetur oto 25, fiet D= aeE, gsga
posterius aequetur quadruto na, fiet  ac nte
= aab - 2 ac5: AH sit  pea ana
ab ru fint bB=
ace ab -2a sit
HI
19d. aa 
1oM
P n-na = ab -2a8, fiet DD - at
HH
ra
aab - 2a , 88 - aa = fEZHH = XM, qu (8- a), + a
et et E T = ga, (n, 8+ a
 = a (b+ );  +24
efficere
ut
itaque facile quidem est