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# Title: Erhardi Weigelii Sacrae Caesar. Maiest. ut & Com. Pal. Sultzb. Consiliarii, Supr. Artium Archit. Directoris Saxo Ien. Mathemat. PP. totius Academiae Senioris, Philosophia Mathematica (shelfmarks Leibn. Marg. 65; ZEN Leibn. Marg. 65)
# Folio 257, page id 79876922X:0477
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15
1d
re
IEII.
tabi.
idil.
Men
12H,
NI.
X9
12 X
12l1
91
RCC.
JuDa
BB
IM. III
IuIS
BID
15H
lIII.
apib.
alle
ML
usII
N
A SAPTENELA DEVIHA.
P
dissima vero hic est compuratio commenturalis.
quae tie per diritionem. Diridatur itaque etum
tocius per hoc cantuplum; ee prodibic quadru
plum s A9. Frso ocum tocius h. c. X9 eR
quadruplum cancupli parcium cum excestu
quadrati differentix partium. Quod erat in-
rectisandum.
Desiderium TIX.
Rationem Ouantitatis speciticam
invenire inter lummam binorum
quadratorum a partibus inxquali
c
bus totius utcunque lectitactorum,
e inter quadratum lemissis.
analysis.
Commodioris locurionis ergo dicatur pars
0
major D minor Li, semissis Ci ditterentia varti-
um inaequalium à Temisse A. Deriracirepro-
inde pars major Id dici poterit Ci nta A lemissis
autem Ci dici poterie B.  A.
Majoris ergo partis D eeum subducto cal.
cuIo erit Cig r A9 2 C A per Delid. 3. IPS
us autem partis minoris Lq simpliciter dicu
DOTerit Eq. Ergo summa Otorum utriusque,
Partis oB. DG  Rq, erit Cigno A9m2C. A XFq.
duoniam autem Semissis (Deriratire) quoque
dici potest   A, erit semistis C. tocum quod
dum cujus partes suneAL HF. Er5O2A ut Liq
F C
Sine