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Manchester Corporation is considering the purchase of a new boiler for $350,000. The firm's old boiler...

Manchester Corporation is considering the purchase of a new boiler for $350,000. The firm's old boiler has a book value of $85,000, but has a current market value of $60,000. It is being depreciated on a straight-line basis at the rate of $21,250 per year (and, as result, will be fully depreciated in 4 years). Its salvage value is expected to be $20,000 at the end of 5 years. The new boiler will require modifications costing $15,000. The new boiler will be depreciated using the 5-year MACRS schedule. It is expected to have a salvage value of $80,000 at the end of 5 years, at which time it will be sold. The new boiler is expected to increase revenues by $63,000 for each of the next 5 years. In addition, operating expenses will be reduced by $32,000 for each of the next five years. Manchester's marginal tax rate is 40 percent. Its marginal cost of capital is 15 percent.

Chunkendales' Beef has a 12% cost of capital, and has generated the following information on two projects:

Year Project 1 Project 2 ---------------------------------------------------------------------------

0 ($100,000) ($250,000)

1 30,000 75,000

2 30,000 75,000

3 30,000 75,000

4 30,000 75,000

5 50,000 100,000

a. Compute the Payback for both projects.

b. Compute the Profitability Index for both projects.

c. Compute the net present value of both projects.

d. Compute the internal rate of return for both projects.

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Answer #1

As per HOMEWORKLIB POLICY, only the first question per submission can be solved. Here comes the solution for first question:

Tax rate 40%
Calculation of annual depreciation
Calculation of after-tax salvage value- old equipment
WDV Cost less accumulated depreciation $        85,000
Sale price $        60,000
Profit/(Loss) Sale price less WDV $       (25,000)
Tax Profit/(Loss)*tax rate $       (10,000)
Sale price after-tax Sale price less tax $        70,000
Cost of new boiler $            350,000
Modification $              15,000
Total cost $            365,000
Less Salvage value $             (70,000)
Net investment at T0 $            295,000
Depreciation Year-1 Year-2 Year-3 Year-4 Year-5 Total
Cost $       365,000 $      365,000 $       365,000 $       365,000 $      365,000
Dep Rate (1/6= 16.67%) 20.00% 32.00% 19.20% 11.52% 11.52%
Depreciation Cost * Dep rate $         73,000 $      116,800 $         70,080 $         42,048 $        42,048 $       343,976
Depreciation old equipment $         21,250 $        21,250 $         21,250 $         21,250
Incremental depreciation $         51,750 $        95,550 $         48,830 $         20,798 $        42,048
Calculation of after-tax salvage value New machine Old machie
Cost of machine $      365,000
Depreciation $      343,976
WDV Cost less accumulated depreciation $        21,024 $                 -  
Sale price $        80,000 $         20,000
Profit/(Loss) Sale price less WDV $        58,976 $         20,000
Tax Profit/(Loss)*tax rate $        23,590 $           8,000
Sale price after-tax Sale price less tax $        56,410 $         12,000
Incremental salvage value 56410-12000 $         44,410
Calculation of annual operating cash flow
Year-1 Year-2 Year-3 Year-4 Year-5
Sale $         63,000 $        63,000 $         63,000 $         63,000 $        63,000
Add: saving in labor cost $         32,000 $        32,000 $         32,000 $         32,000 $        32,000
Contribution $         95,000 $        95,000 $         95,000 $         95,000 $        95,000
Less: Depreciation $         51,750 $        95,550 $         48,830 $         20,798 $        42,048
Profit before tax (PBT) $         43,250 $            (550) $         46,170 $         74,202 $        52,952
Tax@40% PBT*Tax rate $         17,300 $            (220) $         18,468 $         29,681 $        21,181
Profit After Tax (PAT) PBT - Tax $         25,950 $            (330) $         27,702 $         44,521 $        31,771
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