A used car that currently costs $25,000 will have a market value of $8,000 in four years. As a student, you cannot afford to pay $25,000, but you want to have a car while you are going to university for the next four years. Your father agrees to lend you $25,000 on the condition that you pay him $300 at the end of every month for the next four years and $25,000 at the end of the four years. The car dealer provides financing facilities, and you are qualified to get a lease for which you will have to make monthly, end-of-month payments of $650 for 48 months. Which option will leave you better off, assuming your opportunity cost is 6 percent?

Excel Applications for Accounting Principles
4th Edition
ISBN:9781111581565
Author:Gaylord N. Smith
Publisher:Gaylord N. Smith
Chapter27: Time Value Of Money (compound)
Section: Chapter Questions
Problem 6E
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A used car that currently costs $25,000 will have a market value of $8,000 in four years. As a student, you cannot afford to pay
$25,000, but you want to have a car while you are going to university for the next four years. Your father agrees to lend you
$25,000 on the condition that you pay him $300 at the end of every month for the next four years and $25,000 at the end of the
four years. The car dealer provides financing facilities, and you are qualified to get a lease for which you will have to make
monthly, end-of-month payments of $650 for 48 months. Which option will leave you better off, assuming your opportunity cost is
6 percent?
Transcribed Image Text:A used car that currently costs $25,000 will have a market value of $8,000 in four years. As a student, you cannot afford to pay $25,000, but you want to have a car while you are going to university for the next four years. Your father agrees to lend you $25,000 on the condition that you pay him $300 at the end of every month for the next four years and $25,000 at the end of the four years. The car dealer provides financing facilities, and you are qualified to get a lease for which you will have to make monthly, end-of-month payments of $650 for 48 months. Which option will leave you better off, assuming your opportunity cost is 6 percent?
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