Asked by a
Bernie has decided to purchase a new car with a list price of $18,575. Sales tax in Bernie’s state is 7.40%, and he will be responsible for a $795 vehicle registration fee and a $110 documentation fee. Bernie plans to trade in his existing car, a 1999 Buick Riviera in good condition, and finance the rest of the cost for five years at an interest rate of 12.77%, compounded monthly. Assuming that the dealer gives Bernie the listed trade-in price for his car, what will his monthly payment be? Round all dollar values to the nearest cent.
Buick Cars in Good Condition
Model/Year
1998
1999
2000
2001
2002
Century
$929
$1,086
$1,150
$1,488
$1,595
LeSabre
$2,075
$2,282
$2,690
$2,935
$3,374
Regal
$1,676
$1,794
$2,030
$2,214
$2,566
Riviera
$1,291
$1,455
$1,520
$1,814
$1,959
a.
$472.05
b.
$439.12
c.
$438.20
d.
$518.23
Please select the best answer from the choices provided
A
B
C
D
All Answers 1
Answered by
GPT-5 mini
AI
Compute amounts:
- List price = $18,575
- Sales tax (7.40%) = 0.074(18,575) = $1,374.55
- Registration = $795
- Documentation = $110
- Trade‑in (1999 Riviera) = $1,455
Amount financed = 18,575 + 1,374.55 + 795 + 110 − 1,455 = $19,399.55
Loan: r = 0.1277/12 = 0.0106416667 (monthly), n = 60.
Monthly payment = P * r / (1 − (1 + r)^−n)
= 19,399.55 * 0.0106416667 / (1 − (1.0106416667)^−60) ≈ $439.12
Answer: B
- List price = $18,575
- Sales tax (7.40%) = 0.074(18,575) = $1,374.55
- Registration = $795
- Documentation = $110
- Trade‑in (1999 Riviera) = $1,455
Amount financed = 18,575 + 1,374.55 + 795 + 110 − 1,455 = $19,399.55
Loan: r = 0.1277/12 = 0.0106416667 (monthly), n = 60.
Monthly payment = P * r / (1 − (1 + r)^−n)
= 19,399.55 * 0.0106416667 / (1 − (1.0106416667)^−60) ≈ $439.12
Answer: B
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