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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 3 (shelfmark LH 13, 3)
# Folio 176r, page id 00068200:0353
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 173v); this page is its right half.
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bry it. 0ay +. ea
Vya
compendii cratia Donatur byy t cay  ea2=
=P, Vy + a = 9. unde aequario erie = xx, cujus aequatio dit.
ferencialis ex Rucoris regula Dirisionis pro priori, ee potenciarum
= pag + gap
pro secunda parte dabit
99
=2Xdx. Signa ambieua quod
detinee, nocandum est, illa duobus modis poste explicari, quamris
Curra FCHI sic adhuc incosnita. e primo quidem ex data Cur
ra ACS innorescet an crelcentibus abscistis, creseane pariter ordi-
nata; an contra: (quoniam Area Currae dura aequalis est dimi
dio Ougdraci ordinacae in Curra incognita FCH) ideoque lecun
dum ea, qux Aucor habet de Ronis amhiguis P25. 468. Act. Frudo
Anni 1684. corum etiam rator innorelcet. Secundo explicari
pollune ligna illa ambisua per comparacionem factam cum termi
nis ueriulque raloris interCCDEX PMI. Jam quia crescence abscisa
AMI; creleit pariter Area AMC, ideoque etiam incoenica ordi.
nata CMI, concludendum eAt Fractionem in pracedenci aequatio.
ne differentialem ita explicandam ello, ut ejus ralor sic athemati.
rus, quod tier si prius tionum Pacuatur nesatirum, Dolterius vero
attirmacirum, hoc cA -
guancitatum P, de q exic
qu
= 2∞dx. Ft rectituris raloribus
rartius
by2
cay eaaXdy
la
Ouxe in Analosiam resoluta dabit incognicum ralorom intercepie
PM, nimirum
by Ca eaao
Vg dx2byit
20qua
et
27  2a
Acque hac aeglacio a Fractis ec lurdis liberata (quae opence ane
per Facillime perticicur) dabit
36) Fcay  2ca)
t qbay=eaaa Z
u aus