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Masters Machine Shop is considering a four-year project to improve its production efficiency. Buying a new...

Masters Machine Shop is considering a four-year project to improve its production efficiency. Buying a new machine press for $1,113,600 is estimated to result in $371,200 in annual pretax cost savings. The press falls in the MACRS five-year class (MACRS Table), and it will have a salvage value at the end of the project of $162,400. The press also requires an initial investment in spare parts inventory of $46,400, along with an additional $6,960 in inventory for each succeeding year of the project. If the shop's tax rate is 23 percent and its discount rate is 9 percent, what is the NPV for this project?

A. $ 90,832.98

B. $ 93,658.87

C. $ (43,900.23)

D. $ 95,374.63

E. $ 86,291.33

Solutions

Expert Solution

MARCs Depreciation table
Year Rate Depreciation Accumulated Depreciation Book Value
0 $0.00 $0.00 $1,113,600.00
1 20.00% $222,720 $222,720 $890,880
2 32.00% $356,352 $579,072 $534,528
3 19.20% $213,811 $792,883 $320,717
4 11.52% $128,287 $921,170 $192,430
5 11.52% $128,287 $1,049,457 $64,143
6 5.76% $64,143 $1,113,600 $0
year 0 1 2 3 4 NPV
Initial investment (1,113,600)
Working capital        (46,400)              (6,960)                            (6,960)               (6,960)          67,280
Operating cash flow
Saving in cost            371,200                          371,200             371,200        371,200
depreciation            222,720                          356,352             213,811        128,287
Profit before tax            148,480                            14,848             157,389        242,913
Tax @ 23%              34,150                              3,415               36,199          55,870
Net income            114,330                            11,433             121,189        187,043
Operating cash flow            337,050                          367,785             335,001        315,330
Post tax salvage value
162400-(162400-192430)*23% 169306.9
Net cash flow (1,160,000)            330,090                          360,825             328,041        551,917
PVIF @ 9% 1 0.917431193 0.841679993 0.77218348 0.70842521
Present value (1,160,000)            302,834                          303,699             253,308        390,992 $ 90,832.98
answer =option A $ 90,832.98

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