A perpetuity of $3000 per year beginning paying a year from today offers an 9% return. What is its present value?
Present value fo perpetuity = Periodic income / Rate of interest of that period
Periodic income = $3,000
Rate of interest = 9%
Therefore, PV = $3000 / 9% = $33,333.33
Present value of the perpetuity is $33,333.33
A perpetuity of $3000 per year beginning paying a year from today offers an 9% return....
A perpetuity of $5,000 per year beginning today offers a 15% return. What is its present value? Multiple Choice $33,333.33 $37,681.16 $65,217.39 $38,333.33
An ordinary perpetuity of $1000 per year offers a 7% return (i.e., discount rate is 7%). What is the future value of this perpetuity at the end of year 4? Round your answer to the nearest cent; do not include the $ sign (i.e., if the answer is $8,300.3562, enter it as 8,300.36).
next year you will begin receiving $189 per year in perpetuity from a family trust fund (first payment is exactly 1 year from today) you have decided to discount these cash flows at a constant interest rate of 6.9%. what is the present value today of these future cash flows?
Find the value today of a perpetuity that pays $33,000 per year for 8 years and then pays 4000 per year forever, with the 1st payment one year from today. The annual effective interest rate is 5.5%.
A perpetuity-due paying 5 every year has a present value of 90. An annuity-immediate paying 10 monthly for 5 years has the same effective rate of interest what is the present value of this annuity? Hint: To calculate the monthly annuity, you should find the present value of a 60 payment annuity using the monthly effective rate of interest that is equivalent to to the annual effective rate of interest that you derived from the perpetuity. That is find i...
in 8 years you will begin receiving $167 per year in perpetuity from a family trust (first payment is exactly 8 years from today). you have decided to discount these cash flows at a constant interest rate of 6.3%. what is the present value today of these future cash flows?
next year you will begin receiving $177 per year in perpetuity from a family trust fund (first payment is exactly 1 year from today). you have decided to discount these cash flows at a constant interest rate of 6.6% . what is the present value tofay of these future cash flows?
9. An investment will generate $3100 per year in perpetuity. If the money is dispensed continuously throughout the year and if the prevailing annual interest rate remains fixed at 4% compounded continuously, what is the present value of the investment? Round the answer to two decimal places. State the answer in a complete sentence.
9. An investment will generate $3100 per year in perpetuity. If the money is dispensed continuously throughout the year and if the prevailing annual interest rate...
in 10 years yiu will begin receiving $184 per year in perpetuity from a family trust fund (first payment is exactly 10 years from today) you have decided to discount these cash flows at a constant interest rate of 5.9%. what is the present value today of these future cash flows?
13) A perpetuity that pays $125 at the end of each year costs $625 today. a) What is the implied rate of return on this investment? b) If the payments of the perpetuity were made at the beginning of each year, what is the implied rate of return on this investment? ha Krishnaswami Lecture Notes Page 2 of 4