You are going to receive three perpetuities. Perpetuity 1 will pay $450 each year, with the first payment to be paid at Year 1. Perpetuity 2 will pay $650 each year, with the first payment to be paid at Year 15. Perpetuity 3 will pay $750 each year, with the first payment to be paid at Year 31. The effective annual interest rate is 8.58 percent. Find the combined value of these three 25
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- You are golng to receive three perpetulties. Perpetuity 1 will pay $450 each year, with the first payment to be pald at Year 1. Perpetuity 2 will pay $650 each year, with the first payment to be paid at Year 15. Perpetuity 3 will pay $750 each year, with the first payment to be paid at Year 31. The effective annual Interest rate is 8.58 percent. Find the combined value of these three perpetuities, evaluated at Year 25. your answer to the nearest cent, with no punctuation other than a decimal. For example, if your answer is $28,542.19, enter "28542.19". Note that Canvas will Enter delete trailing zeros, if entered.A perpetuity pays $ 100 each year , with the first payment scheduled two years from now . Assume that the effective annual interest rate for the next five years is 8 % , and thereafter it is 5 % . Find the present value of the perpetuity .You will receive 100 annual perpetuity starting at year 0, a 300 annual perpetuity with the first payment at the end of year 5, and a 200 semiannual perpetuity with the first payment in the middle of year 10. If you require an effective annual interest rate of 14.49 percent, what is the future value of all three perpetuities together.
- For $10,000, you can purchase a five-year annuity that will pay $ 2,504.57 per year for five years. The payments occur at the end of each year. Calculate the effective annual interest rate implied by this arrangement.you are going to receive three perpetuities. perpetuity one will pay $550 each year with the first payment to be paid at your one. perpetuity to pay $750 each year with the first payment to be paid at yr 15. perpetuity three will Pay $850 each year with the first payment to be made at yr 31. the effective annual interest rate is 8.58%. find the combined value of these three perfect two ities evaluated at year 25A perpetuity will pay $1,000 per year, starting five years after the perpetuity is purchased. What is the future value (FV) of this perpetuity, given that the interest rate is 3%?
- Liberty mutual is selling a perpetuity that makes equal annual payments each year with the first payment at the end of year 5. They will allow you to pay for the perpetuity in 3 installments: $10,000 at the end of year 1, $8,000 at the end of year 2 and $16,000 at the end of year 7. Find the size of the perpetuity payments if the interest rate is currently 8.1%.A perpetuity will pay $900 per year, starting five years after the perpetuity is purchased. What is the present value (PV) of this perpetuity on the date that it is purchased, given that the interest rate is 11%?What is the value of a 30-year annuity that pays $2500 a year? The annuity’s first payment will be received on year 11. Also, assume that the annual interest rate is 4 percent for years 1 through 10 and 5 percent hereafter.
- Determine the annual payment required to fund a future annual annuity of $12,000 per year. You will fund this future liability over the next five years, with the first payment to occur one year from today. The future $12,000 liability will last for four years, with the first payment to occur seven years from today. If you can earn 8 percent on this account, how much will you have to deposit each year over the next five years to fund the future liability?Find the amount of an annuity that consists of twenty-five annual payments of $800 each into an account that pays 6% interest per year. (Round your answer to the nearest cent.)There is a perpetuity due in which the payments increase by 5 percent per year, and the present value of the 6’th payment is equal to the present value of the 8’th payment. The first payment is 500 dollars. Find both the effective interest rate and the present value.