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33. Determine the net present value for a project that costs $286,000 and would yield after-tax...

33. Determine the net present value for a project that costs $286,000 and would yield after-tax cash flows of $21,000 per year for the first 13 years, $29,000 per year for the next 12 years, and $42,000 per year for the following 12 years. Your firm's cost of capital is 8.00%.

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Expert Solution

Year Cash flow PVIF@8% Present value
0 $   (286,000) 1.000 $            (286,000)
1 $      21,000 0.926 $                19,444
2 $      21,000 0.857 $                18,004
3 $      21,000 0.794 $                16,670
4 $      21,000 0.735 $                15,436
5 $      21,000 0.681 $                14,292
6 $      21,000 0.630 $                13,234
7 $      21,000 0.583 $                12,253
8 $      21,000 0.540 $                11,346
9 $      21,000 0.500 $                10,505
10 $      21,000 0.463 $                  9,727
11 $      21,000 0.429 $                  9,007
12 $      21,000 0.397 $                  8,339
13 $      21,000 0.368 $                  7,722
14 $      29,000 0.340 $                  9,873
15 $      29,000 0.315 $                  9,142
16 $      29,000 0.292 $                  8,465
17 $      29,000 0.270 $                  7,838
18 $      29,000 0.250 $                  7,257
19 $      29,000 0.232 $                  6,720
20 $      29,000 0.215 $                  6,222
21 $      29,000 0.199 $                  5,761
22 $      29,000 0.184 $                  5,334
23 $      29,000 0.170 $                  4,939
24 $      29,000 0.158 $                  4,573
25 $      29,000 0.146 $                  4,235
26 $      42,000 0.135 $                  5,678
27 $      42,000 0.125 $                  5,258
28 $      42,000 0.116 $                  4,868
29 $      42,000 0.107 $                  4,508
30 $      42,000 0.099 $                  4,174
31 $      42,000 0.092 $                  3,865
32 $      42,000 0.085 $                  3,578
33 $      42,000 0.079 $                  3,313
34 $      42,000 0.073 $                  3,068
35 $      42,000 0.068 $                  2,841
36 $      42,000 0.063 $                  2,630
37 $      42,000 0.058 $                  2,435
Net present value $      6,555

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