F. Totti Company is thinking of opening a new office, and the key data are shown
ID: 3012774 • Letter: F
Question
F. Totti Company is thinking of opening a new office, and the key data are shown below. The company owns the building that would be used, and it could sell it for $100,000 after taxes if it decides not to open the new office. The equipment for the project would be depreciated by the straight-line method over the project’s 3-year life, after which it would be worth nothing and thus it would have a zero salvage value. No change in net operating working capital would be required, and revenues and other operating costs would be constant over the project’s 3- year life. What is the project’s NPV? Show work.
WACC
10.0%
Opportunity cost
$100,000
Net equipment cost (depreciable basis)
$65,000
Straight-line depreciation rate for equipment
33.333%
Annual sales revenues
$123,000
Annual operating costs (excl. depreciation)
$25,000
Tax rate
35%
WACC
10.0%
Opportunity cost
$100,000
Net equipment cost (depreciable basis)
$65,000
Straight-line depreciation rate for equipment
33.333%
Annual sales revenues
$123,000
Annual operating costs (excl. depreciation)
$25,000
Tax rate
35%
Explanation / Answer
Details
Figure for I year
Figure for II year
Figure for III year
Opportunity cost (A)
100,000
0
0
Net equipment cost = depreciation at 1/3 of initial value (B)
21666.67
21666.67
21666.67
Annual sales revenues before tax (C)
123,000
123,000
123,000
Annual sales revenues after tax =
0.65 x (C) (D)
79950
79950
79950
Annual operating costs (excl. depreciation) (E)
25,000
25,000
25,000
Net Profit/Loss(-) = (D) – {(A) + (B) + (E)}
- 66716.67
33283.33
33283.33
NPV = Discounted value of Net Profit/Loss(-)
(- 66716.67)/1.1
= - 60651.52
33283.33/1.12
= 27506.88
33283.33/1.13
= 25006.26
NPV over 3 year period = - 60651.52 + 27506.88 + 25006.26 = - 8138.38
[selling the building would be a better decision]
Details
Figure for I year
Figure for II year
Figure for III year
Opportunity cost (A)
100,000
0
0
Net equipment cost = depreciation at 1/3 of initial value (B)
21666.67
21666.67
21666.67
Annual sales revenues before tax (C)
123,000
123,000
123,000
Annual sales revenues after tax =
0.65 x (C) (D)
79950
79950
79950
Annual operating costs (excl. depreciation) (E)
25,000
25,000
25,000
Net Profit/Loss(-) = (D) – {(A) + (B) + (E)}
- 66716.67
33283.33
33283.33
NPV = Discounted value of Net Profit/Loss(-)
(- 66716.67)/1.1
= - 60651.52
33283.33/1.12
= 27506.88
33283.33/1.13
= 25006.26
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