A risky $500,000 investment is expected to generate the following cash flows:? Year        1               2              3               $250,000   $266,667   $285,715. ? The probability of receiving each cash inflow is 80, 75, and 70 percent, respectively. If the firm's cost of capital is 10 percent, should the investment be made?

What will be an ideal response?


The risk-adjusted cash inflows are     (0.80)($250,000) = $200,000     (0.75)($266,667) =   200,000     (0.70)($285,715) =   200,000?The present value of the cash inflows is     $200,000(PVAIF, 10I, 3N) = $200,000(2.487) = $497,400?(FV = 0; PMT = 200000, I = 10; N = 3; PV = ?. PV = -497370.)?Since the net present value is negative [$497,400 - 500,000 =($2,600)], the investment should not be made.?

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