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Suppose you are going to buy a car. The cost of car is $20,000. You have $8,000 for down payment. You can borrow the balance of $12,000 from dealership’s finance company at 2% APR, with monthly payment for 36 months or you can borrow from a bank with 8% APR monthly payment for 3 years, and receive a $2,000 rebate on the purchase price. Assume that if you take the rebate, you will apply it toward the purchase. Which alternative is better deal?
Option 1:
PV = 12000
Fv = 0
i = 2% / 12
n = 3 x 12 = 36 months
Option 2:
PV = 12000 - 2000 (rebate) = 10000
FV = 0
i=8% /12
n = 3 x12 = 36 months
Equation? Do I use PV of ordinary annuity? And since it's in APR should I convert it into EAR? Thanks!
Option 1:
PV = 12000
Fv = 0
i = 2% / 12
n = 3 x 12 = 36 months
Option 2:
PV = 12000 - 2000 (rebate) = 10000
FV = 0
i=8% /12
n = 3 x12 = 36 months
Equation? Do I use PV of ordinary annuity? And since it's in APR should I convert it into EAR? Thanks!
Finance homework help?
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