Chapter 5 Interest Rates
Problem 3
Which do you prefer: a bank account that pays 5% per year (EAR) for three years or
a. An account that pays 2 every six months for three years?
b. An account that pays 7 every 18 months for three years?
c. An account that pays per month for three years?
If you deposit $1 into a bank account that pays 5% per year for 3 years you will have after 3 years.
a. If the account pays per 6 months then you will have after 3 years, so you prefer every 6 months.
b. If the account pays per 18 months then you will have after 3 years, so you prefer 5% per year.
c. If the account pays per month then you will have after 3 years, so you prefer every month.
Problem 6 Your bank account pays
…show more content…
For the second month, solve for the value of the remaining 58 payments:
49,283.36 - 48,563.14 = 720.22 is amount of the payment that went to paying the principal, while 966.64 – 720.22 = 246.42 was interest.
For the first year, solve for the value of the remaining 48 payments:
50,000 - 41,159.84 = 8840.16 is amount of the payment that went to paying the principal, while (966.64 12) - 8840.416 = 2759.52 was interest.
b. At the end of year 3, there are 24 payments remaining. The balance of the loan is:
At the end of year 4, there are only 12 payments remaining. The balance of the loan at the end of the 4th year is:
21,810.17 - 11,231.33 = 10,578.84 is amount of the payment that went to paying the principal, while (966.64 12) - 10,578.84 = 1,020.84 was interest.
Problem 23 The mortgage on your house is five years old. It required monthly payments of $1402, had an original term of 30 years, and had an interest rate of 10% (APR). In the intervening five years, interest rates have fallen and so you have decided to refinance—that is, you will roll over the outstanding balance into a new mortgage. The new mortgage has a 30-year term, requires monthly payments, and has an interest rate of 6 5⁄8% (APR).
a. What monthly repayments will be required with the new loan?
b. If you still want to pay off the mortgage in 25 years, what monthly payment should you make
academic year interest rate of 3.76 percent would pay a 5,032 dollars interest over 10 years,
Option 2: A 15-year fixed rate mortgage with two points and an APR of 4.5%, compounded monthly.
How much would you pay for a security that pays you $500 every 4 months for the next 10 years if you require a return of 8% per year compounded monthly?
| |finance the balance. How much will each monthly loan payment be if they can borrow the necessary funds for 30 years at 9% per |
b. What is the total balance of Jessie Robinson 's revolving account? (0.5 points) N/A
1. A condo in Orange Beach, Alabama, listed for $1.4 million with 20% down and financing at 5% for 30 years. What would the monthly payment be?
Claire is applying for a loan to purchase a pre‐owned car. She is told that the monthly payment for the loan
24. Mobilee Oil Company accepted a $10,000, 120-day note, dated March 3, at 8.5% to settle a past due accounts receivable. Mobilee Oil discount the note to raise cash on May 10 at a discounted rate of 9%. What proceeds did Mobilee Oil receive?
1) Establish the principal and interest amount of the monthly payment. Using the 30 year loan principal and interest amount of the payment is $1,150.92
Therefore the annual interest rate is 8% and the effective annual rate compounded quarterly is 8.24%
2. If you had a payment that was due you in 5 years for $50,000 and you could earn a 5% rate of return, how much
For $1,000 financed at 5%, the factor to calculate your monthly payment is .659955739. Therefore, for $80,000 your payment is $528 per month or $6,336 per year. (Rounded)
From 15 July 2000 until 15 January 2001 = 6.75% coupon paid. From 15 January 2001 until 31 May 2001 (4.5 months) = 6.75 % x 4.5 months/6 months = 5.06%
Compensating balance = 10% → 0.10 = loan ∙ 0.10 = $11,111,111 ∙ 0.10 = $1,111,111
Thank you for emailing us today. I am showing the payment that you made went towards your principal balance. The payment you seen of $154.97 was actually a disbursement for your PMI. This is something that we send out every month and just happened to be the same day you made an extra payment. Please let us know if you have any other questions. Thank