In: Finance
You are presented with an investment opportunity that will give you the following stream of cash flows: nothing for the next 5 years; at the following year, an amount of $3,000 per year until year 10; and then an amount of $8,000 per year until year 25. If your required rate of return (APR) is 12% compounded annually, what is the present value today of these cash flows?
Present value of cash flows = PV ( PV ( Cash flows from year 6-10) + PV (cash flows from year 11-25)
Rate of interest (rate) = 12%
PV of cash flows from year 6-10 = = $ 10,814.33
PV of cash flows from year 11-25 = = $ 54,486.92
Present value of cash flows= PV( 10,814.33 + 54,486.92) = PV ( 65301.24) @ 12% and 5 years
= = $ 37,053.68