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g is considering a new average-risk investment project whose data are shown equipment would be depreciated on a straight-line

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Statement showing Net Present Value calculation for the project                                    (Amount in $)
Particular Year Amount Present Value Factor at 15% Present Value
Present Value of Cash Inflow
A. From operation
Cash Profit = (Sale - operating Cost) *(1- tax rate) 1              35,750.00                     0.8696           31,086.96
2              35,750.00                     0.7561           27,032.14
3              35,750.00                     0.6575           23,506.21
Total (A)           81,625.30
B. Tax Saving on Depreciation { ($ 5,000 + $ 85,000)/3)
1              30,000.00                     0.8696           26,086.96
2              30,000.00                     0.7561           22,684.31
3              30,000.00                     0.6575           19,725.49
Total (B)           68,496.75
C. Present Value of Salvage Value after tax {$ 10,000 * (1-0.35)} 3                 6,500.00                     0.6575             4,273.86
Total (C)             4,273.86
D. Working capital recovery 3              45,000.00                     0.6575           29,588.23
Total (D)           29,588.23
Total Present Value of Cash Inflow (E) = (A) + (B) + (C) + (D)       1,83,984.14
Present Value of Cash Outflow
Equipment cost including installation and commissioning 0              90,000.00                     1.0000           90,000.00
Working capital 0              45,000.00                     1.0000           45,000.00
Total Present Value of Cash Outflow (F)       1,35,000.00
Net Present Value (NPV) (E) - (F)           48,984.14

As NPV is $ 48,984.14, Project is viable.

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