Question
In this scenario you will calculate the monthly payment and total interest paid on a car loan. Suppose that you need $15,000 to buy a
In this scenario you will calculate the monthly payment and total interest paid on a car loan. Suppose that you need $15,000 to buy a used vehicle to get back and forth to work and school. You have $7,500 in a money market fund earning 1.00% per year, but you are not sure you want to use any or all of that money.
Loan Amount | Interest Rate | Term | Monthly Loan Payment = Amount Borrowed divided by Table Factor in Exhibit 1-D divided by 12 | Total Amount of Interest = (Monthly Loan Payment * Term * 12) - Loan Amount |
$7,500 | 6% | 3 years | Example: 7500/2.673=2,805.84 2,805.84/12= 233.82
| Example: (233.82*3*12) - 7,500= 917.52
|
$7,500 | 6% | 5 years |
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$10,000 | 6% | 5 years |
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$15,000 | 6% | 5 years |
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Based on the above calculations, the price of the car, and the money available in a money market fund, which loan option would you suggest to someone purchasing a vehicle? Please explain the rationale and considerations for your decision.
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