Question

7. You want to buy a Mustang for $36K. The loan officer at the Chevrolet dealership...

7. You want to buy a Mustang for $36K. The loan officer at the Chevrolet dealership will loan you the entire amount at an annually stated rate of 7.50%. (a) You and the lender agree on a 5-year loan, with five payments to be made, one at the end of each year for the next 5 years; thus calculate the size of your annual payment. (b) You and the lender agree on a 5-year loan, with 60 payments to be made, one at the end of each month for the next 60 months; thus calculate the size of your monthly payment. Answers: $8897.93 and $721.37.

Homework Answers

Answer #1

Present value (PV) = $ 36000 and Rate of interest (RATE) = 7.5%

(a) Tenure (NPER) = 5 years;

Using Excel formula, for finding the value of the annual payments:

PMT(RATE,NPER,-PV,FV,0) = PMT(7.5%,5,-36000,,0) = $ 8897.93

Answer: (a) $ 8897.93 annual payment for 5 years

(a) Tenure (NPER) = 5 years or 5 * 12 = 60 monthly payments

Using Excel formula, for finding the value of the monthly payments:

PMT(RATE/12,NPER,-PV,FV,0) = PMT(7.5%/12,60,-36000,,0) = $ 721.37

Answer: (a) $ 721.37 monthly payment for 60 months

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A loan officer states, "Thousands of dollars can be saved by switching to a 15-year mortgage...
A loan officer states, "Thousands of dollars can be saved by switching to a 15-year mortgage from a 30-year mortgage." Calculate the difference in payments on a 30-year mortgage loan (APR of 3.5%) vs. a 15-year mortgage (APR of 3.0%). Assume both mortgages are for $100,000 and require monthly payments. Then, calculate the total payments over the entire loan period under each scenario. What is the difference in total loan payments to the lender between the 2 scenarios? (Round the...
A loan officer states, "Thousands of dollars can be saved by switching to a 15-year mortgage...
A loan officer states, "Thousands of dollars can be saved by switching to a 15-year mortgage from a 30-year mortgage." Calculate the difference in payments on a 30-year mortgage at an interest of 0.75% a month versus a 15-year mortgage with an interest rate of 0.7% a month. Both mortgage are for $100,000 and have monthly payments. 1) What is the monthly payment committed by the 30-year mortgage? And the total payment? 2) What is the monthly payment committed by...
loan officer states, "Thousands of dollars can be saved by switching to a 15-year mortgage from...
loan officer states, "Thousands of dollars can be saved by switching to a 15-year mortgage from a 30-year mortgage." Calculate the difference in payments on a 30-year mortgage at an interest of 0.75% a month versus a 15-year mortgage with an interest rate of 0.7% a month. Both mortgage are for $100,000 and have monthly payments. 1) What is the monthly payment committed by the 30-year mortgage? And the total payment? 2) What is the monthly payment committed by the...
You are the loan officer of a bank. The ABC Company wants to borrow $100,000 and...
You are the loan officer of a bank. The ABC Company wants to borrow $100,000 and repay it with four equal annual payments (first payment due one year from now). You decide that the ABC Company should pay 0.10 per year on the loan. a. What is the annual payment? b. Complete the following debt amortization table: Period Amount owed(beginnig of yr) Interest Principal Amount owed(end of yr) 1 $100,000 2 3 4 c. What would be the annual payment...
You take a fixed-rate, amortizing, 7-year loan to buy a car. The loan amount is $130,000,...
You take a fixed-rate, amortizing, 7-year loan to buy a car. The loan amount is $130,000, the APR is 4%. Payment is expected at the end of each month. What will the mortgage balance be right after you make your 45th payment assuming all payments were made on time and no prepayments were made? Round your answer. a. 64,884        b. 76,843        c. cannot be determined        d. 84,648        e. 50,038
A car dealership offers you no money down on a new car. You may pay for...
A car dealership offers you no money down on a new car. You may pay for the car for 5 years by equal monthly end-of-the-month payments of $621 each, with the first payment to be made one month from today. If the discount annual rate is 3.82 percent compounded monthly, what is the present value of the car payments?
Loan amortization​) To buy a new house you must borrow $ 165,000 To do this you...
Loan amortization​) To buy a new house you must borrow $ 165,000 To do this you take out a $ 165,000 30-year, 12 percent mortgage. Your mortgage​ payments, which are made at the end of each year​ (one payment each​ year), include both principal and 12 percent interest on the declining balance. How large will your annual payments​ be? The amount of your annual payments will be ​$nothing . ​(Round to the nearest cent)
a. [3 pts] Consider the simple loan case. Suppose that the dealership allows you to pay...
a. [3 pts] Consider the simple loan case. Suppose that the dealership allows you to pay the car off in four installments of $5,000, with each installment due once a year. The first payment is due the day that you purchase the car; the remaining installments are then paid on the same date each consecutive year, for the remaining three years. What is the present discounted value of the payments you make for the car? b. [5 pts] Now suppose...
A car dealership is ready to give you a $25,000 car on a lease for 48...
A car dealership is ready to give you a $25,000 car on a lease for 48 months at 6% interest rate per year (or 6% divided by 12 = 0.5% per month). What will be your monthly lease payments which are made at the beginning of the months, if you agree to make a lumpsum payment of $6,500 at the end of the lease term to own the car after the lease term is over? $486.75 $478.24 $466.97 $464.65 (I...
Your friend will loan you the money you need today if you agree to make payments...
Your friend will loan you the money you need today if you agree to make payments of $110 a month for the next 18 months. The friend requires that the first payment be made today (i.e. immediately after the loan amount is disbursed). The friend charges you interest at 21.00% compounded semi-annually. How much money are you borrowing today? Question 3 options: $1,725 $1,768 $1,811 $1,854 $1,898