Suppose that you have inherited a perpetuity that will pay $1000 three years from now. Following the initial payment it will make a payment every two years that is 5% larger than the prior payment. Assuming that the annual opportunity cost of capital is 10%, What is the value of this perpetuity today? Round your final answer to two decimals.
*Please rate thumbs up
Suppose that you have inherited a perpetuity that will pay $1000 three years from now. Following...
1.What constant payment for the next 10 years (starting 1 year from now, 10 payments) would be equivalent to receiving $350 every other year starting 10 years from now. Assume the annual cost of capital is 13%. 2.Suppose you own two assets with the following payouts. (1) $250 at the end of every year starting 1 year from now. The annual cost of capital for these cash flows is 9%. (2) $650 one year from now and a cash flow...
Suppose you inherit a perpetuity that will pay you $10,000 a year for the rest of your life. You will receive the first $10,000 payment exactly three years from today. The interest rate is 5%. What is the perpetuity worth at the moment you start collecting payments (three years from now) What is the perpetuity worth now? A bank offers to exchange your perpetuity for another stream of yearly payments that also lasts forever but whose first payment will be made...
Question 13 (3 points) Consider a growing perpetuity that will pay $300 in one year. Each year after that, you will receive a payment on the anniversary of the last payment that is 6% larger than the last payment. This pattern of payments will continue forever. If the interest rate (discount rate) buyers of the perpetuity require is 15%, then the value of this perpetuity is closest to: Format $1,234 as 1234 Your Answer: Answer Question 14 (3 points) Nielson...
You are deciding between two mutually exclusive investment opportunities. Both require the same initial investment of $30 million. Investment A will generate annual cash flows of $4 million beginning one year from now and continuing in perpetuity. Investment B will generate a cash flow of $3 million one year from now every year thereafter it will generate a cash flow that is 3% bigger than the prior cash flow. Assuming that both projects have the same cost of capital, at...
Question7 1 pts You want to buy a new surfboard 4 years from now. You have $500 in the bank today. You can earrn 11% on your savings. If the surfboard will cost $5,000, how much will you have to save every year to have enough to buy it? Round your answer to 2 decimals, for example 100.12. Question 8 1 pts Today you purchased XYZ stock for $92 per share. You will keep the stock for 10 years and...
You want to buy a new surfboard 6 years from now. You have $700 in the bank today. You can earn 5% on your savings. If the surfboard will cost $5,000, how much will you have to save every year to have enough to buy it? Round your answer to 2 decimals, for example 100.12 You are thinking of buying a new car for $50,000. You will borrow the money to buy the car, and payback the loan in annual...
2. Suppose a bond pays $1000 two years from now. The current market rate is 4% on the saving account. How much will pay for this if you purchase this bond today?
QUESTION 6 John receives a perpetuity making payments using the following scheme: The first payment will be for 2 at the end of the 5" year The remaining payments will occur every three years, following the first payment Each subsequent payment will be X% larger than the previous payment The present value of this perpetuity at an annual effective interest rate of 10% is equal to 25. Calculate X. Give your answer rounded to two decimal places.
Suppose an investment will pay $11,000 in 29 years from now. If you can earn 15.35% interest compounded monthly by depositing your money in a bank, how much should you pay for the investment today? Round your answer to two decimal places. For example, if your answer is $345.667 round as 345.67 and if your answer is .05718 or 5.718% round as 5.72.
1. (PMT =?) You wish to have $181,382 in a retirement account 12 years from now. What payment would you have to make every year starting next year in the interest rate 6.7%? 2. (PMT, PV =?) You just won the lottery and will receive an annual payment of $ 10,680 every year fro the next 14 years stating one year from today. If the annual interest rate is 12.2%, what is the present value of the winnings? 3. (PMT,...