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Chapter 23: Activities 405
23ACTS.DOC TI-89/TI-92 Plus: Activities (English) Susan Gullord Revised: 02/23/01 1:24 PM Printed: 02/23/01 2:20 PM Page 405 of 26
In the Program Editor, define the following Time-Value-of-Money
(
tvm
) function where temp1 = number of payments, temp2 = annual
interest rate, temp3 = present value, temp4 = monthly payment,
temp5 = future value, and temp6 = begin- or end-of-payment period
(1 = begining of month, 0 = end of month).
:tvm(temp1,temp2,temp3,temp4,temp5,temp6)
:Func
:Local tempi,tempfunc,tempstr1
:
ë
temp3+(1+temp2/1200
ù
temp6)
ù
temp4
ù
((1
ì
(1+temp2/1200)^
(
ë
temp1))/(temp2/1200))
ì
temp5
ù
(1+temp2/1200)^(
ë
temp1)
!
tempfunc
:For tempi,1,5,1
:"temp"&exact(string(tempi))
!
tempstr1
:If when(#tempstr1=0,false,false,true) Then
:If tempi=2
:Return approx(nsolve(tempfunc=0,#tempstr1) | #tempstr1>0 and
#tempstr1<100)
:Return approx(nsolve(tempfunc=0,#tempstr1))
:EndIf
:EndFor
:Return "parameter error"
:EndFunc
Find the monthly payment on 10,000 if you make 48 payments at 10%
interest per year.
On the Home screen, enter the
tvm
values to find
pmt
.
Result: The monthly payment is
251.53.
Find the number of payments it will take to pay off the loan if you
could make a 300 payment each month.
On the Home screen, enter the
tvm
values to find
n
.
Result: The number of payments
is 38.8308.
Computing the Time-Value-of-Money
This activity creates a function that can be used to find the
cost of financing an item. Detailed information about the steps
used in this example can be found in Chapter 17: Programming.
Time-Value-of-
Money Function
Tip: You can use your
computer keyboard to type
lengthy text and then use
TI-GRAPH
LINK
to
send it
to the
TI
-
89 / TI
-
92 Plus.
Finding the Monthly
Payment
Finding the Number
of Payments