5. A machine can be purchased with a $7,000 down payment, with 72 months of payments of $960.00. If the interest rate is 24% compounded monthly, what is the price of the machine?
Monthly (nominal) interest rate = 24%/12 = 2%
Loan amount ($) = Monthly payment x P/A(2%, 72) = 960 x 37.9841** = 35,504.74
Price of machine ($) = Loan amount + Down payment = 35,504.74 + 7,000 = 42,504.74
**From P/A Factor table
5. A machine can be purchased with a $7,000 down payment, with 72 months of payments...
A car valued at $13,900 can be purchased for 5 % down and monthly payments of $400 for three years. What is the nominal rate of interest compounded annually? The nominal rate of interest is% compounded annually (Round to two decimal places as needed.)
A car valued at $13,900 can be purchased for 5 % down and monthly payments of $400 for three years. What is the nominal rate of interest compounded annually? The nominal rate of interest is% compounded...
The price of a new car is $40,000. Assume that an individual makes a down payment of 25% toward the purchase of the car and secures financing for the balance at the rate of 9%/year compounded monthly. (Round your answers to the nearest cent.) (a) What monthly payment will she be required to make if the car is financed over a period of 24 months? Over a period of 72 months? 24 months $ 72 months $ (b) What will...
• 1) A new car is purchased and a $20,000 loan is taken. The loan is for 5 years (60 months) and the interest rate is 7.9% compounded monthly. What is the monthly payment? • 2)A new car is purchased and a $20,000 loan is taken. The loan is for 5 years (60 months) and the interest rate is 7.9% compounded monthly. What is the balance after 3 years? . 3) A new car is purchased and a $30,000 loan...
A property was purchased with a down payment of $15,000 and payments of $900 at the end of each month for twenty-five years. The interest charged on the balance owed was 14% compounded semi-annually. What was the purchase price of the property? TTTT N dual 111 toti TFF T -
A total of $80,000 is borrowed and repaid with 72 monthly payments, with the first payment occurring one month after receipt of the $80,000. The stated interest rate is 7.00% compounded quarterly. Part a What is the intereste rate per cash flow period (month)?
Don James purchased a new automobile for $28,000. Don made a cash down payment of $7,000 and agreed to pay the remaining balance in 30 monthly installments, beginning one month from the date of purchase. Financing is available at a 24% annual interest rate. (FV of $1, PV of $1, FVA of $1, PVA of $1, EVAD of $1 and PVAD of $1) (Use appropriate factor(s) from the tables provided.) Required: Calculate the amount of the required monthly payment. (Do...
An $88,000 business can be purchased by making a down payment of $18,000 and financing the balance with a short-term business loan at 4.50% compounded monthly with monthly payments of $1,805. How long will it take to pay off the loan
A new car is $20,000. Assume that an individual makes a down payment of 25% toward the purchase of the car and secures financing for the balance at the rate of 5%/year compounded monthly. (Round your answers to the nearest cent.) (a) What monthly payment will she be required to make if the car is financed over a period of 36 months? Over a period of 72 months? 36 months $ 72 months $ (b) What will the interest charges...
A building is purchased at $310,000 on terms of $60,000 down payment and 10 end-of-year mortgage payments of $37,257.27 per year in the next 10 years. Calculate the interest rate of this mortgage. 8. (a) If the annual interest rate is 6% and interest is compounded semiannually, what is the effective annual interest rate? (b) If the annual interest rate is 9% and interest is compounded every four months (3 times a year), what is the effective annual interest rate?...
An $82,000 business can be purchased by making a down payment of $17,000 and financing the balance with a short-term business loan at 3.00% compounded monthly with monthly payments of $1,745. How long will it take to pay off the loan 0 year(s) month(s)