You are expecting to receive a payment of $5969 in 2 years and $9869 in 6 years. If the interest rate is 14.61%, how much are these cash flows worth today?

What is the value today of a money machine that will pay $1,507.00 per year for 10.00 years? Assume the first payment is made today and that there are 10.0 total payments. The interest rate is 7.00%.

You are going to invest $5405 in 3 years and $7923 in 6 years.  If you expect to earn a return of 8.26%, how much will you have in 10 years?    Answer:

Find the present worth sum of money that would be equivalent to the future amounts of $5000 in year 6 and $7000 in year 8 if the real interest rate is 10% per year and the inflation rate is 5% per year. Solve using the factors and their equations with (a) an inflation-adjusted rate, and (b) the real interest rate. Solve manually please

"Assume that the interest rate is 8.5% per year and you expect to receive the following stream of annual cash flows (The year 0 cash flow occurs today and the year 4 cash flow occurs exactly 4 years from today): (Year 0: $15,100); (Year 1: $21,100); (Year 2: $12,700): (Year 3: $19,250): (Year 4: $9,550); What is the current Present Value (PVO) of the stream of cash flows?" a)"$68,013- b)"$67,297" c)"$77,700 d)"$62,025" e)$64,399 f)$68,643"

You are offered an investment that requires you to put up $5,000 today in exchange for $12,000 10 years from now. What is the annual rate of return on this investment?

You invest in a project that is expected to pay you $960 every year forever. If the first payment to you occurs 3 years from today and the discount rate is 3.8%, then what is its value today (Round to the nearest dollar).

Assuming an annual rate of return of 9.5% and depositing $3,000 at the end of every 6 months into your investment account, how much will you have after 30 years?

In this problem: How much is the present value of monthly deposits of 500 in 8 years if the interest rate is 8% compounded monthly? What is the value of n that you will use in the formula?

An investment advisor offers you a product thatwill deliver cash-flows at the end of each of thenext seven years. The first cashflow is $5,000and every year thereafter, the cashflow will growat a rate of 4%. If the annual interest rate is2%, what is the present value of thisopportunity?