factor of &F.
single payment only consists
calculate it tables
To calculate it
manually
: To
using
>
-
F
=
p(l + i)m F P/FIB i-, n) ,
>
-
P =
E(1)( + i(h) P = F(pIf if in)
,
.
Example :
P = 5000 i =
8 % F =? n = 10
years
F 5000 (1 + 0 00)10 10799 is C
manually : =
.
= answer
table : F =
5000 (2 1589)
.
=
10794S
Example :
F-50000 n = 9 i = 10 % P =
?
50000(1/(1 + 0 15) 31046 1 is
Manually 4 =
: = . .
answer
p :
50000 (0 .
6209) = 31045
,uniform consists of PR A
series
only
calculate it To calculate it tables
To
using
:
manually
:
P
=
A .
(( + is" -
1/ istim] P =
A(p(A , i) - (n)
A =
p .
[iltil/ (Iti)" -
1] A =
P(AIP , 1 % n)
that present worth located
period first
Note
always
is one prior to A
p .
Example :
A = 5000 1 = 10 % P =? R = S
5000 [(8 + 0 113-1101(10 15) 18933 9 so answer is D
manually
: -
.
= .
table : 5000(3 7908) .
=
18994
, of
onlyConsisting
uniform series FRA
To calculate it calculate it tables
manually
: To
using
:
f= A .
[(Hi)- 1/i] = A(FIA , i % in)
A = F .
[i)(1 i) 17 + -
A = F (Alf ,
i %, n)
that there's last period f
Note
always an A with
# =
10000 i =
8 % n =
7 F = ?
F 100005 00 -1/0 08]
Manually (1 + 0 89228 answer is
= =
: .
.
table : F = 10000 (8 9228).
=
89228
factor values for untabulated i
> use manual formulas
interpolate doesn't exact
>
-
>
-
give answer
usingFormula
>
-
: (1 + 0 .
08331 = 2 2197
.
>
interpolating : z 2 1989
.
-
83 -
X
9 2 .
3674
3674- 2 1989 approximation .
&
2 .
.
=
2 . 2215 - >
2 3674 .
-
X