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Consider a project to supply 90 million postage stamps per year to the U.S. Postal Service...

Consider a project to supply 90 million postage stamps per year to the U.S. Postal Service for the next five years. You have an idle parcel of land available that cost $1,655,000 five years ago; if the land were sold today, it would net you $1,730,000 aftertax. The land can be sold for $1,738,000 after taxes in five years. You will need to install $4.85 million in new manufacturing plant and equipment to actually produce the stamps; this plant and equipment will be depreciated straight-line to zero over the project’s five-year life. The equipment can be sold for $475,000 at the end of the project. You will also need $525,000 in initial net working capital for the project, and an additional investment of $40,000 in every year thereafter. Your production costs are .38 cents per stamp, and you have fixed costs of $950,000 per year. If your tax rate is 21 percent and your required return on this project is 8 percent, what bid price should you submit on the contract? (Do not round intermediate calculations and round your answer to 5 decimal places, e.g., 32.16161.)

What bid price should you submit on the contract?

Solutions

Expert Solution

Tax rate 21%
Calculation of annual depreciation
Depreciation Year-1 Year-2 Year-3 Year-4 Year-5 Total
Cost $    4,850,000 $   4,850,000 $    4,850,000 $      4,850,000 $   4,850,000
Dep Rate 20.00% 20.00% 20.00% 20.00% 20.00%
Depreciation Cost * Dep rate $       970,000 $      970,000 $       970,000 $         970,000 $      970,000 $      4,850,000
Calculation of after-tax salvage value
Cost of machine $   4,850,000
Depreciation $   4,850,000
WDV Cost less accumulated depreciation $                -  
Sale price $      475,000
Profit/(Loss) Sale price less WDV $      475,000
Tax Profit/(Loss)*tax rate $        99,750
Sale price after-tax Sale price less tax $      375,250
Calculation of annual operating cash flow
Year-1 Year-2 Year-3 Year-4 Year-5
No of units      90,000,000     90,000,000      90,000,000        90,000,000     90,000,000
Selling price $                 -   $                -   $                 -   $                   -   $                -  
Operating cost $             0.38 $            0.38 $             0.38 $               0.38 $            0.38
Sale $                 -   $                -   $                 -   $                   -   $                -  
Less: Operating Cost $ 34,200,000 $ 34,200,000 $ 34,200,000 $    34,200,000 $ 34,200,000
Contribution $(34,200,000) $(34,200,000) $(34,200,000) $ (34,200,000) $(34,200,000)
Less: Marketting cost $       950,000 $      950,000 $       950,000 $         950,000 $      950,000
Less: Depreciation $       970,000 $      970,000 $       970,000 $         970,000 $      970,000
Profit before tax (PBT) $(36,120,000) $(36,120,000) $(36,120,000) $ (36,120,000) $(36,120,000)
Tax@21% PBT*Tax rate $ (7,585,200) $ (7,585,200) $ (7,585,200) $    (7,585,200) $ (7,585,200)
Profit After Tax (PAT) PBT - Tax $(28,534,800) $(28,534,800) $(28,534,800) $ (28,534,800) $(28,534,800)
Add Depreciation PAT + Dep $       970,000 $      970,000 $       970,000 $         970,000 $      970,000
Cash Profit after-tax $(27,564,800) $(27,564,800) $(27,564,800) $ (27,564,800) $(27,564,800)
Calculation of NPV
8.00%
Year Land Capital Working capital Operating cash Annual Cash flow PV factor, 1/(1+r)^time Present values
0 $        (1,730,000) $ (4,850,000) $     (525,000) $    (7,105,000)            1.0000 $    (7,105,000)
1 $       (40,000) $(27,564,800) $ (27,604,800)            0.9259 $ (25,560,000)
2 $       (40,000) $(27,564,800) $ (27,604,800)            0.8573 $ (23,666,667)
3 $       (40,000) $(27,564,800) $ (27,604,800)            0.7938 $ (21,913,580)
4 $       (40,000) $(27,564,800) $ (27,604,800)            0.7350 $ (20,290,352)
5 $         1,738,000 $       375,250 $      685,000 $(27,564,800) $ (24,766,550)            0.6806 $ (16,855,698)
Net Present Value $(115,391,297)
Now assumed per stamp bid price P
Sum of PV factor for year 1-5                  3.9927
After tax revenue for year1-5 P*(1-21%)*3.9927*90000000
P*(1-21%)*3.9927*90000000= $     115,391,297
283880970*P= 115391296.8

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