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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 30, page id 00068192:0030
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representetur per figuram cujus
basis represenbet bobum, albitudi
nesvarice representent ordinabim
dueta. applicatum botius resue
tans representabitur per recbum
constantem qune intobam basin
dueta figuram priori aequadem
producit.
Ut si AB sit virga diversa
rum in diversis punctis (D) gra-
vitatum (B) (C) graritas ipsius
virgae seu media erit LM idest
AH vel BGbasis rectangu si ABG
aequalis figurae planae AZ)MB
exvariis recbisordinatim ad AB
applicabis facta patet ex defi-
addatur
nitione G adiprop: 7. 8Z
Definitio 6
MEDIDM ARISsSNeSI
CDM est summa quobcunque
quantitatum divita perquanti
datum numerum.
sic medium Aribhmeticum,
4 nempe plus
inter 3eG, est, summa, 3G seu Z
divisa per numerum quantitatum
sed
seuper2 fit 4. Medium Arithmeticum
inter
ua (quantuscunque
sit earum numerus)
inter tres quantibates 3,5,8 est ib
Sujus medii tam Late sumbi-
maximus est ususs exemplicau-
sa in anternativis aestimandis.
ut sitres aestimatores à Tudice de-
putati remaestiment unus 81,
alter 90 berbius 9b nummorum
aureorum medium pretium esigen-
dum erit  jeu 89 aureorum
O anea.
idem in aerestimatione spei ob=
binet. eodem aubem modo 8 medium
Geomebricum inter plures quap
bibabes inbelligipotest, cujus
Poidicet Logarithmus estmedium
aribhmeticum inter Logarithmos
quantibabum..
c
rOp. LL
si
SppLicatum hobius resustani
ex applicatis constituentium,
est medium arithmedicum inter
omnia apphicata aequa lium to-
beus edementorum.
int ipsius AB eLementa aequa
Lia ot, 12, 23 8c in quae ordinatim
duvantur quanbitates 0. 10; 8t L.11:
et 2. 12; FC. ut si esementa 0r, 127
sint