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De grafische voorstelling van de volgende cash flow maakt het mogelijk de beweging van de
fondsen te volgen.
In dit diagram wordt het startbedrag van de investering voorgesteld door
CF0. De cash flow
één jaar later wordt voorgesteld door CF1, twee jaar later worden dan CF2, etc.
De evaluatie van een investering wordt gebruikt om duidelijk aan te tonen of een investering
de in het begin verwachte winsten realiseert.
S NPV
n
: natuurlijk getal tot 254
S NFV
S IRR
In deze formule is NPV = 0 en de waarde van IRR is equivalent met i × 100. Terwijl de
opeenvolgende berekeningen door de rekenmachine worden uitgevoerd, zullen door het
afronden kleine afwijkingen ontstaan waardoor NPV nooit precies de waarde nul zal bereiken.
Hoe meer
IRR de waarde nul benadert, hoe exacter NPV zal zijn.
S PBP
n
: kleinste integer die de voldoet aan NPVn 0, NPVn+1 0, of 0
CF0
CF1
CF2
CF3
CF4
CF5
CF6
CF7
CF0
CF1
CF2
CF3
CF4
CF5
CF6
CF7
NPV = CF0 + + + + … +
(1+ i)
CF
1
(1+ i)
2
CF2
(1+ i)
3
CF3
(1+ i)
n
CFn
i =
100
I %
NPV = CF0 + + + + … +
(1+ i)
CF
1
(1+ i)
2
CF2
(1+ i)
3
CF3
(1+ i)
n
CFn
i =
100
I %
NFV = NPV × (1 + i )
n
NFV = NPV × (1 + i )
n
0 = CF0 + + + + … +
(
1+ i
)
CF1
(
1+ i
)
2
CF2
(
1+ i
)
3
CF3
(
1+ i
)
n
CFn
0 = CF0 + + + + … +
(
1+ i
)
CF1
(
1+ i
)
2
CF2
(
1+ i
)
3
CF3
(
1+ i
)
n
CFn
NPV
n
=
n
k
= 0
CF
k
(
1
+ i)
k
PBP =
{
0 .................................. (CF0 >
0
)
n
NPV
n
NPV
n
+1NPV
n
(
Anders dan de bovenstaande
)
...
NPV
n
=
n
k
= 0
CF
k
(
1
+ i)
k
PBP =
{
0 .................................. (CF0 >
0
)
n
NPV
n
NPV
n
+1NPV
n
(
Anders dan de bovenstaande
)
...
207


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