Given CF1 to CF5 = 0
CF6 to CF16 = P = 18400 (11 years)
NPV is the present value of all cash flows
Hence, NPV = CF6/(1+r)6 + CF7/(1+r)7 + .... + CF16/(1+r)16
given r = 0.17
=> NPV of an ordinary annuity = P[1-(1+r)-n]/r
Hence, NPV of this cash flow = [18400(1 - 1.17-11)/0.17 ] / (1.17)5
=> NPV = $40589.33
We have divided by (1.17)5 since we have calculated the value of annuity at Period 5 and then discounted it to current period
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