Given that the borrowed amount or present value is $1000
Annual interest rate is 12%
To calculate the monthly payment, we need to divide the interest
rate by 12.
The interest rate we need to use is 12%/12=1%
Time period is 2 years
When we are calculating the monthly payments, the number of periods
for 2 years will be 2*12=24
As the borrowed amount will be repaid completely, the future value
will be $0
We can determine the monthly payments using excel.

Answer: Hence, the monthly payment should be
$47.07
9. (a) Assume that you have borrowed $1,000 for 2 years and you have an annual...
9. (a) Assume that you have borrowed $1,000 for 2 years and you have an annual interest rate of 12% (annually compounded). What is the monthly payment due on the loan? (b) Switch gears here and now assume that the payments are made annually. What is the annual interest expense for the borrower, and the annual interest income for the lender, during Year 12 (Hint: Go to the TVM lecture notes for multiple cash flows and go to slide 15.)
(a) Assume that you have borrowed $1,000 for 2 years and you have an annual interest rate of 12% (annually compounded). What is the monthly payment due on the loan? (1 point) (b) Switch gears here and now assume that the payments are made annually. What is the annual interest expense for the borrower, and the annual interest income for the lender, during Year 1? (Hint: Go to the TVM lecture notes for multiple cash flows and go to slide...
Please answer both parts to
question 9 especially part b. And please show work :)
9. (a) Assume that you have borrowed $1.000 for 2 years and you have an annual interest rate of 12% (annually compounded). What is the monthly payment due on the loan? (1 point) (b) Switch gears here and now assume that the payments are made annually. What is the annual interest expense for the borrower, and the annual interest income for the lender, during Year...
show all work
compounding effect will result in a higher future value with more frequent compounding 9. (a) Assume that you have borrowed $1,000 for 2 years and you have an annual interest rate of 12% (annually compounded). What is the monthly payment due on the loan? (1 point) (b) Switch gears here and now assume that the payments are made annually. What is the annual interest expense for the borrower, and the annual interest income for the lender, during...
Assume you have a liability with three required payments: $3,000 due in 1 year; $2,000 due in 2 years; and $1,000 due in 3 years. (a) What is the Macaulay duration of this liability at a 20% (annually compounded) rate of interest? (b) What about at a 5% (annually compounded) rate of interest?
Question 5 Ten years ago you borrowed $258000. The term of the loan was 23 years and required monthly payments of $2756.90. The interest rate on the loan was 12 percent compounded monthly. You have just made the 138th payment. What is the principal outstanding? $190069.34 $171546.34 $129000.00 $205855.27
(15 pts) You have borrowed $100,000 at an annual interest rate of 4%, over 4 years, paying back the loan on a monthly basis. At what payment (e.g., payment 5, payment 6, etc.) are you paying close to $275 in interest for that period only? This requires setting up the function and doing some “what if” analysis by changing values / different scenarios. Please show your work. Thanks
2. A 3 -month $25,000 treasury bill with a simple annual discount rate of 0.24% was sold in 2016. Assume 365 days in a year. (a) Find the price of the treasury bill (T-bill). (b) Find the actual interest rate paid by the Treasury. 3.Find the compound amount for the deposit and the amount of interest earned $19,000 at 3% compounded monthly for 18 years. The compound amount after 18 years is $____ 4.Find the interest rate for a $6000 deposit...
1.Four years ago a person borrowed $15,000 at an interest rate of 10% compounded annually and agreed to pay it back in equal payments over a 10 year period. This same person now wants to pay off the remaining amount of the loan. How much should this person pay? Assume that she has just made the 3rd payment. 2.What is the accumulated amount resulting from a series of equal yearly deposits of $1,000 for 6 years if the interest rate...
1. Assume that it takes 11.5 years for $1,000 to accumulate to $3,000 if you earn 10% per year. What will happen to the length of time needed for $1,000 to accumulate to $3,000 if the interest rate increases? A. Stay the same? B. Impossible to determine C. Increase D. Decrease 2. Assume that it takes an investment of $3,507 today to accumulate to $5,000 in 3 years when the interest rate is 12% per year compounded quarterly. How much...