Next year, you will begin receiving $173 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 5.8%. What is the present value today of these future cash flows?

A perpetuity with a present value of $80,000 today yields cash flows of $2,500 per quarter. The first cash flow comes in one quarter from today. What is the required return for the perpetuity in APR?

If you expect to receive $100 in one year from now, $200 two years from now, and $150 three years from now, how much this cash flow is worth today if the interest rate is 10%?

(Solving for PMT of an annuity) To pay for your child's education, you wish to have accumulated $19,000 at the end of 11 years. To do this you plan on depositing an ←equal amount into the bank at the end of each year. If the bank is willing to pay 15 percent compounded annually, how much must you deposit each year to reach your goal? To reach your goal, your annual deposit must be $ (Round to the nearest cent.)

your aunt plans to give you the following amounts on cash $1,100 six months from today, $3000 one year from today, $2,300 eighteen months from today, $1,800 twenty four months from today and $1900 thirty months from today. how much money will you have in total after the last cash payment if you invest these cash payments at a rate of 7%

You are going to invest $1,500 today in a fund today. After 10 years, you want to have exactly $2,500 in the fund. If the interest rate is compounded annually, what interest rate is needed to achieve this?

You plan to analyze the value of a potential investment by calculating the sum of the present values of its expected cash flows. Which of the following would increase the calculated value of the investment? Group of answer choices The cash flows are in the form of a deferred annuity, and they total to $100,000. You learn that the annuity lasts for 10 years rather than 5 years, hence that each payment is for $10,000 rather than for $20,000. The discount rate decreases. The riskiness of the investment's cash flows increases. The total amount of cash flows remains the same, but more of the cash flows are received in the later years and less are received in the earlier years. The discount rate increases.

You build a retirement fund by continuously paying into the fund for 30 years, at a rate of 5,000 per year at an effective annual interest rate of 9%. After 30 years, you buy a 30-year annuity immediate with your fund at an effective annual interest rate of 8%. The annuity pays P after one year, and payments increase by 5% thereafter. Find P

you recently paid $13,275 for an investment that promises to pay $625 at the end of each 6 years, then an additonal lump sum payment of $17,500 at the end of the 6th year. what is the expected rate of return on this investment?

A rich relative has bequeathed you a growing perpetuity. The first payment will occur in a year and will be $3000 . Each year after that, you will receive a payment on the anniversary of the last payment that is 7% larger than the last payment. This pattern of payments will go on forever. Assume that the interest rate is 9% per year. a. What is today's value of the bequest? b. What is the value of the bequest immediately after the first payment is made?