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A project has an initial requirement of $219,312 for new equipment and $14,180 for net working...

A project has an initial requirement of $219,312 for new equipment and $14,180 for net working capital. The installation costs are expected to be $13,506. The fixed assets will be depreciated to a zero book value over the 4-year life of the project and have an estimated salvage value of $94,642. All of the net working capital will be recouped at the end of the project. The annual operating cash flow is $51,197 and the cost of capital is 5% What is the project's NPV if the tax rate is 36%?

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Expert Solution

New Equipment $ (219,312.00)
Installation Cost $    (13,506.00)
Total Investment $ (232,818.00)
Year Year 0 Year 1 Year 2 Year 3 Year 4
Investment $ (232,818.00)
Operating cash flow $    51,197.00 $    51,197.00 $    51,197.00 $    51,197.00
Less: Depreciation=($232818/4) $    58,204.50 $    58,204.50 $    58,204.50 $    58,204.50
Net Income before tax $    (7,007.50) $    (7,007.50) $    (7,007.50) $    (7,007.50)
Income Tax @36% $    (2,522.70) $    (2,522.70) $    (2,522.70) $    (2,522.70)
Profit after Tax $    (4,484.80) $    (4,484.80) $    (4,484.80) $    (4,484.80)
Operating cash flow $    53,719.70 $    53,719.70 $    53,719.70 $    53,719.70
After tax Salvage Value=($94642*64%) $    60,570.88
Working Capital $    (14,180.00) $    14,180.00
Total Operating Cash Flow=(A) $ (246,998.00) $    53,719.70 $    53,719.70 $    53,719.70 $ 128,470.58
P.V Factor 5% for 4 years=(B) 1 0.952 0.907 0.864 0.823
P.V.=(A)*(B) $ (246,998.00) $    51,141.15 $    48,723.77 $    46,413.82 $ 105,731.29
NPV=(Total of P.V of all the four years) $        5,012.03
NPV is possitive so company should buy new Equipment
Working:
Operating Cash Flow=Profit after tax+Depreciation

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