Question

In: Finance

Suppose Capital One is advertising a 60​-month, 5.69% APR motorcycle loan. If you need to borrow...

Suppose Capital One is advertising a

60​-month,

5.69%

APR motorcycle loan. If you need to borrow

$8,900

to purchase your dream​ Harley-Davidson, what will be your monthly​ payment?​ (Note: Be careful not to round any intermediate steps less than six decimal​ places.)

Your monthly payment will be

​$______

Solutions

Expert Solution

PV =

n = 60, r = 5.69%/12 = 0.4742% (monthly)

8,900 = P * 52.11323

P = $170.78


Related Solutions

Suppose Capital One is advertising a 60​-month, 5.38% APR motorcycle loan. If you need to borrow...
Suppose Capital One is advertising a 60​-month, 5.38% APR motorcycle loan. If you need to borrow $9,400 to purchase your dream​ Harley-Davidson, what will be your monthly​ payment?​ (Note: Be careful not to round any intermediate steps less than six decimal​ places.)
Suppose Capital One is advertising a ​60-month, 5.36% APRmotorcycle loan. If you need to borrow...
Suppose Capital One is advertising a 60-month, 5.36% APR motorcycle loan. If you need to borrow $7,900 to purchase your dream Harley-Davidson, what will be your monthly payment? (Note: Be careful not to round any intermediate steps less than six decimal places.)Your monthly payment will be _______ 
Your bank offers you a 60-month, 3% APR car loan for a $50000new Mercedes SLK300...
Your bank offers you a 60-month, 3% APR car loan for a $50000 new Mercedes SLK300 Roadster. What will your monthly payment be?
Assuming monthly compounding, what is the highest rate you can afford on a 60-month APR loan?
You want to borrow $36,000 from your local bank to buy a new sailboat. You can afford to make monthly payments of $750, but no more. Assuming monthly compounding, what is the highest rate you can afford on a 60-month APR loan?Group of answer choices8.90 percent8.95 percent9.00 percent9.15 percent9.20 percent
After making 19 payments on a 60-month, $10000 car loan with APR of 4%, what is...
After making 19 payments on a 60-month, $10000 car loan with APR of 4%, what is the outstanding balance on the loan? Round to the penny.
You are trying to decide between a 48-month loan and a 60-month car loan. If the...
You are trying to decide between a 48-month loan and a 60-month car loan. If the loan is for $22,000 at 6% APR, how much more per month is the monthly payment of the shorter loan?
You borrow $7083 to buy a car. This is a 38-month loan with an annual rate...
You borrow $7083 to buy a car. This is a 38-month loan with an annual rate of 4.04%. What is your required monthly payment? Round to the nearest $0.01 (e.g., if your answer is $385.4789, record it as 385.48). Do this on excel and explain how to do it please.
3. Suppose that you are considering a loan in which you will borrow $245,000 using a...
3. Suppose that you are considering a loan in which you will borrow $245,000 using a 30-year loan. The loan has an annual interest rate of 6% with monthly payments and monthly compounding. Suppose also that the lender is charging you a 0.75% origination fee, you are paying 2.25 points in order to get the 6% interest rate, and the loan has $1,275 in third-party closing costs associated with it. a. What will the effective borrowing cost be for this...
You buy a car for $38,000. You agree to a 60-month loan with a monthly interest...
You buy a car for $38,000. You agree to a 60-month loan with a monthly interest rate of 0.55 percent. What is your required monthly payment? Multiple Choice $745.29 $764.07 None of these choices are correct. $634.24 $605.54
Suppose that you are considering a loan in which you will borrow $245,000 using a 30-year...
Suppose that you are considering a loan in which you will borrow $245,000 using a 30-year loan. The loan has an annual interest rate of 6% with monthly payments and monthly compounding. Suppose also that the lender is charging you a 0.75% origination fee, you are paying 2.25 points in order to get the 6% interest rate, and the loan has $1,275 in third-party closing costs associated with it. a. What will the effective borrowing cost be for this loan...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT