Casio Financial Consultant FC-200V Manual - Página 7
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Doing Amortization with AMRT
Doing Amortization with AMRT
The AMRT mode of 100V/200V allows user to perform amortization, which shares
many parameters/variables with the CMPD mode. In examples that follow we shall
be able to see the advantage of such 'sharing'. Note that some amortization
problems are actually simple annuity problems which we can solve using the CMPD
mode (refer to Example 5 of Compound Interest with CMPD).
This first example finds the outstanding balance of a loan after certain numbers of
payment are made.
Example 1 ►>>
over 2 years at
j
=
12
Check page E-55 of the user guide for definitions of PM1, PM2, BAL, INT, PRN,
this example, n = 2x12 = 24, I% = 7, PV = -5,000, P/Y = = C/Y = 12. Other parameters = 0.
Operation
As we need to know the monthly payment of the loan, so we begin at CMPD mode.
When monthly payment is found we proceed to AMRT mode for other calculations.
Enter CMPD mode, make sure calculator displays [Set:End]. Scroll down, enter
24 for [n], 7 for [ I% ], (-)5000 for [PV], 0 for [FV], 12 for [P/Y] and [C/Y].
CMPD
0
EXE
Now scroll up to select [PMT] and solve it.
So the monthly payment for the loan is about $223.86. Now find the outstanding
principal.
Enter AMRT mode, scroll down to enter 1 for [PM1] and 8 for [PM2].
AMRT
Scroll down further to select [BAL:Solve] and solve it.
• • •
Therefore the outstanding balance after 8 payments is approximately $3410.26. █
QED Education Scientific
A loan of $5,000 is to be amortized with equal monthly payment
7
%
. Find the outstanding principal (balance) after 8 months.
2
4
EXE
0
EXE
SOLVE
1
EXE
8
SOLVE
(─)
7
EXE
1
2
EXE
Output: PMT = 223.8628955
EXE
Output: BAL = -3410.256063
INT and
PRN. For
∑
∑
0
5
0
1
2
EXE
4