Q6. Haggerty is using the replacement-chain method, depending only on data from the new factory fact sheet and the cash-flow estimate for the remodeling projects. Which strategy should Haggerty recommend, and what is the difference between that project’s NPV and that of the other project?
Project NPV difference
A) New Factory $1.09 million
B) New Factory $1.24 million
C) Remodeling $3.69 million
[此贴子已经被作者于2009-3-4 9:44:42编辑过]
Correct answer is B) fficeffice" />
In order to answer this question, we must determine the NPV for both projects, running the three-year remodeling projects consecutively.
New Factory |
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Sales |
Fixed Costs |
Variable Costs |
Pretax Cash Flow |
After-Tax Cash Flow |
Equipment |
Working Capital |
Building |
Depreciation |
Cash Flow |
Initial |
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-$85 |
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-$85 |
Year 1 |
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-$20 |
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$8.33 |
-$17.17 |
Year 2 |
$102.5 |
$32.5 |
$41 |
$29 |
$19.14 |
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-$7.5 |
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$11.68 |
$15.61 |
Year 3 |
$205 |
$65 |
$82 |
$58 |
$38.28 |
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$11.68 |
$42.45 |
Year 4 |
$205 |
$65 |
$82 |
$58 |
$38.28 |
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$11.68 |
$42.45 |
Year 5 |
$205 |
$65 |
$82 |
$58 |
$38.28 |
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$11.68 |
$42.45 |
Year 6 |
$205 |
$65 |
$82 |
$58 |
$38.28 |
$3.25 |
$7.5 |
$35 |
$11.68 |
$88.00 |
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All numbers are in millionsfficeffice" />
Project |
Initial |
Year 1 |
Year 2 |
Year 3 |
Year 4 |
Year 5 |
Year 6 |
Cost of Capital |
NPV |
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New Factory |
-$85 |
-$17.17 |
$15.61 |
$42.45 |
$42.45 |
$42.45 |
$88.00 |
14.3% |
$26.09 |
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Factory Upgrade |
-$30 |
$15 |
$17 |
$28 |
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14.3% |
$14.89 |
Factory Upgrade |
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-$30 |
$15 |
$17 |
$28 |
14.3% |
$14.89 |
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Combined Upgrade Projects |
-$30 |
$15 |
$17 |
-$2 |
$15 |
$17 |
$28 |
14.3% |
$24.86 |
All numbers are in millions, excluding percentages
The new factory has a higher NPV than would remodeling the two factories consecutively. As such, Haggerty should recommend the new factory. The difference between the NPVs of the two strategies is $1.235 million, rounded up to $1.24 million.
thanks
thanks
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