The net present value of this project is $25,162.45. It can be calculated by using initial investment and also cash flow.
Net present value or known as NPV generally can be defined as the difference between the present value of cash outflows and also the present value of cash inflows over a period of time. NPV or known as Net present value also used in investment planning and capital budgeting to analyze the profitability of a project or also projected investment.
Initially we calculate about cash flow in year 0
CF0 = Initial investment - (change in working capital)
CF0 = - $319,000 + $8,700 - $9,500 - $5,200
CF0 = -$325,000
Thus, we also calculate the cash flow in year 4 with the same formula
CF4 = $109,000 + $51,600 - $8,700 - $9,500 - $5,200
CF4 = $166,600
After all, we calculate the net present value
NPV = -$325,000 + $166,600 ( 1 - 1423) : 0.142 + $166,600 : 1.424
NPV = $25,162.45
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