Answer:
$4,355.26
Explanation:
The net present value is the present value of future cash flows expected from the project minus the initial investment outlay
initial investment outlay=working capital investment = -$10,000
Years 1-5 cash inflow=$2,000
Year 6 cash inflow=normal cash inflows+release of working capital
Year 6 cash inflow=$2,000+$10,000=$12,000
the present value of a future cash flow=cash flow/(1+r)^n
n is 1 for year cash inflow 2 for year 2 cash inflow, 3 for year 3 cash inflow and so on
NPV=-$10,000+$2,000/(1+10%)^1+$2,000/(1+10%)^2+$2,000/(1+10%)^3+$2,000/(1+10%)^4+$2,000/(1+10%)^5+$12,000/(1+10%)^6
NPV=$4,355.26
