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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 174r, page id 00068195:0347
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B. inaequ. 24. et 2b. explicetur Z. v. per X. y. G. h et per arbitianas
e
ilemque componendo 24 et co explicatas. habebitur aequatu i qua
non amplius assum
incognilas, uttra simplie
habit
reu
xel q  3) not iem sitis oe sutineiendo 18 conanoo solum ut et
deo = Xco aequ 3y = 1s seu d vrco aequ nco - 
in trbus aequationibus, 18. 23. 29. sunt termini v. c0. y. . yc. XZ. x. yV
 77 rc- reg + qu. 2a - xX
ero 72 94 Xv
22u (c) +Euu (aap t p
vo + Cc - 21v aequ. datte - Z7. - vo (1). (taa) - 1  20
Sumantur tres aequationes ad conitum: 3Xy   41y + 5 aequ. 0
et 410 XyF n y + nB + 3c + 14 y0 + 1X 164Z yZ1 ay i + aguo
+ 20 xy + e y + 22V + 23C0 + 24yc0 + 25Xco + 16XZ +27y E H8 xprey r  25 yv + 2AxV + 2W aequo
Malhplientur aequalio 50 per l, s1 per m. 52 per n. et inde fiat una quae compretur
Cum aequatione 18.
lExg + ty
Morgemus im avanco aga L AEmaerAmZmmrbqu
n2Ox, n 2. nn ng a24 ne n2b
n 17 nrs nius n2
n2f
n2 1
Comperando cum equ. 19. fit. 12 +m 1 F n 20 aqu e. lamune aqu. 0. marn aqu c. mi3n qtC
mi tnra aqu. - 1. m en 2s aqu. 0. ms anbuqu( miraniq ao m 18t M 2B eo () negi neg ipu o
mis+nquomitentam irtaW + l aqu.0
(nt  mis
 aequa 2 aqu per sy
n
  ago  20 Equ. - 12 - m 10
5)
per 5q n
(79
(68)
27aqu. = m17
per 6, n
19a- mius 2s ugo mis ieuju im 1t
21 aequ = 14 - m 1
per 55. n
per6q
per bg
per ls
mago- c. mu 23ago tcum1
per 56 n
51)
persu
 2qugo - ( - mit 26 4s A1 = mib 28 aequ C1) = m 18. E aqu (  e - 15 - m.d
per 58
per 60.
peror
n
pere 
Loco aequationis 53. scribatur alia  ponendo At pro l. (n pro M H pron, et lao 1s porendum
eaque  aequatio sc comparetur cum aequ. 23.. et podibnt aequationes
(8 vico, y
Cv- cco aqu YY- y id frZ ens X
5, 0)
quinque aequationes:
ev + XV aequ Cy+ Zy
+ Y X
cocot ce -2o aqu. aa  re 
TExG+ l4y