End of Month (n) Interest Payment Repayment of Principal Remaining Loan Balunce 1 $14,635.50 2 $367.23 3 $369.99 4 $104.24 5 $101.44 6 $12,771.58
End of Month (n) Interest Payment Repayment of Principal Remaining Loan Balunce 1 $14,635.50 2 $367.23 3 $369.99 4 $104.24 5 $101.44 6 $12,771.58
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Question
An automobile loan of $15,000 at a nominal rate of 9% compounded monthly
for 36 months requires equal end-of-month payments of $477. Complete the following table for the first six payments as you would expect a bank to calculate the values:
![End of
Month (n)
Interest
Payment
Repayment of
Principal
Remaining Loan
Balunce
1
$14,635.50
2
$367.23
3
$369.99
4
$104.24
5
$101.44
6
$12,771.58](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F171d0328-0b9d-4cdb-b9df-27831ad65932%2F473b3a3b-c214-43b2-8679-e02fbbc1322d%2F8x98nad.png&w=3840&q=75)
Transcribed Image Text:End of
Month (n)
Interest
Payment
Repayment of
Principal
Remaining Loan
Balunce
1
$14,635.50
2
$367.23
3
$369.99
4
$104.24
5
$101.44
6
$12,771.58
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