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2. A company is considering buying a new machine for one of its factories. The cost of the machine is $60,000 and its expected life
2. A company is considering buying a new machine for one of its factories. The cost of the machine is $60,000 and its expected life span is 5 years. The machine will save the cost of a worker estimated at $22,500 annually. The book value of the machine at the end of year 5 is $10,000, but the company estimate that the market value will be only $5,000. Calculate the NPV of the machine if the discount rate is 12% and tax rate is 30%. Assume straight-line depreciation over the 5-year life of the machine. A tax shield reduces the cash cost of an expense. The after-tax cost is (1-T)*cost. The cash flow from salvage value is [salvage value - tax rate*(salvage value - book value)] or [salvage vale*(1-tax rate)+tax rate*book value] (PROVIDE ANSWERS IN EXCEL (WITH FORMULAS) FOLLOWING THE FORMAT PROVIDED BELOW) | ||||||||
Machine cost | ||||||||
Machine book value, year 5 | ||||||||
Annual depreciation | ||||||||
Annual cost savings, before tax | ||||||||
Annual cost savings, after tax & depreciation | ||||||||
Salvage value, year 5 | ||||||||
Cash flow from salvage | ||||||||
Tax rate | 30.00% | 30% | ||||||
Discount rate | 12.00% | 12% | ||||||
Year | ||||||||
0 | ||||||||
1 | ||||||||
2 | ||||||||
3 | ||||||||
4 | ||||||||
5 | ||||||||
NPV |
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