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A. Net Investment Outlay = System cost + installation&transportation cost at year 0
= ($70,000) +($20,000)
= ($90,000)
B. Operating Cash Flow in Year 1 and Year 2 is $20,000 each year because even though there was no revenue from the system it is projected to save $20,000 in operating costs.
In year 3 the cash flow = operating cost savings + salvage value
= $20,000 + $30,000
= $50,000
C. Terminal Cash Flow at the end of year 3 = (90,000) + 20,000 + 20,000 + 50,000
= (90,000) + 90,000
Terminal Cash Flow = 0 (zero)
D. Cost of capital = 10 %
NPV | ||
cashflow 0 | -90000 | -90000 |
cashflow 1 | 20000 | 18181 |
cashflow 2 | 20000 | 16529 |
cashflow 3 | 50000 | 37566 |
-17724 |
NPV = (Cash flow) / (1+r)^t
= ($17,724)
Negative value of NPV shows that the project is not expected to be profitable.
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