ANSWER:
MARR |
5% |
|||||
Year |
0 |
1 |
2 |
3 |
4 |
5 |
Cost of land |
-29000 |
|||||
Cost of equipment |
-122000 |
|||||
Revenue |
55000 |
55000 |
55000 |
55000 |
55000 |
|
Operating expenses |
12000 |
12000 |
12000 |
12000 |
12000 |
|
Depreciation |
24400 (122000*20% |
39040 (122000*32% |
23424 (122000*19.20% |
14054.4 (122000*11.52% |
7027.2 (122000*11.52%*1/2) |
|
Pre tax cashflows =revenue – depreciation – operating expenses |
18600 |
3960 |
19576 |
28945.6 |
35972.8 |
|
Tax rate = 49% |
9114 |
1940.4 |
9592.24 |
14183.34 |
17626.67 |
|
After tax cash flows = pre tax cash flows – tax |
9486 |
2019.6 |
9983.76 |
14762.26 |
18346.13 |
|
Salvage value of land |
0 |
0 |
0 |
0 |
29000 |
|
Net after tax cash flows = after tax cash flows + depreciation + salvage value |
33886 |
41059 |
33407.76 |
43707.86 |
54373.33 |
|
Discount rate = 1/(1+MARR)^no.of years |
1 |
0.952 |
0.907 |
0.864 |
0.823 |
0.784 |
Net discounted after tax cash flows |
-151000 |
32259.47 |
37648.66 |
28864.31 |
35971.57 |
42628.69 |
NPV= sum net discounted after tax cash flows +initial investment of land and equipment |
26372.7 |
NPV is positive so we should accept the project
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