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# Title: Leibniz-Handschriften zur Jurisprudenz LH 2, 5, 2
# Folio 32r, page id 00068407:0063
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# Lines: 66 recognised, mean confidence 0.78
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post annos
p oecunia solvenda post annos a valet nunc A (a
tv+I
posito V esse numerum qui quatam usurariam exprimit
verbi gratia v erit viginti, si usura annua sit
vicesima sortis seu 5 pro 100. ut a me in actis Erud.
pa
ostensum est
si jam certa pensio annua p solvenda sit per
annos a, quaeraturque ejus valor praesens erit
valor pentionis unimi in praesens peusionie primi
anus, p (1)
secundi p. (2) . terti p. (3) ~
1+1
v+
vi
et ita porro, qui termini cum sint progressionis
Geometricae, facile iniri poterit eorum summa
Nam  b + b + V3=  e
V
12b
seu = b. ergo si onnua pensio sit
1- b
solvenda per annos sa, et
sit =b, erit praesens ejus valor
v41
seu Gp
e
ati (vC
P v+I 
.
1413
v
x 1-X
B
v+1 v+1
valor praesens: pV pV +I
a+t
bf- D
De
jamum
 1-~ = L. Et fiet
(aH) V seu v_ B) a) V P = C
cu r+t
 P+I
seu pensionis annuae p per annos proximos a
solvendae valor praesens erit 1 (a)= VB = C
v+
seu pensionem esse solvendam der annos
q0. si astraha de
Des 
le
40 serit
a) = 0. 14205, cui suatas 1 fit d. ((795
un v4
et multiplicando per 2 fit 20 fit E
1 5906
10 Dis
si ergo miltionem desideremus, quaeramusque quanta pensio
annuas quad raginta annis duratura pro ed sit constituenda
fiet debit fiet P = 1000000: 17. 65900. seu
circiter p = 1000000117, hoc est 23 it 100
parm
est
sa pars decima septima circiter, hoc
58823 vil annui 60000 seu 6 pro 1009