$10.00 hi again LilyRae, A+ work as usual
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- Posted on Nov 01, 2008 at 12:27:32PM
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Preview: ... the ...
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SOLUTIONS TO PROBLEMS - Chapter 11.docx (30K) (Preview)
2008-08-18_174413_Bmald_2.doc (24K) (Preview)
2008-08-18_174430_Bmald_2.xls (15K)
$35.00 ALL ASSIGNMENTS, DISCUSSION QUESTIONS AND FINAL FINN/200
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- Posted on Nov 03, 2008 at 9:43:46PM
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Preview: ... SIGNMENTS, ...
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all assignments and DQs.doc (157K) (Preview)
Final finn200...doc (50K) (Preview)
week 4 day 5.doc (49K) (Preview)
week 4 day 5 excel.xls (23K)
$8.75 A+ Answers. Work shown in detail.
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- Posted on Jan 16, 2009 at 09:19:40PM
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Preview: ... 10 years<br>if the projects required return is 12 percent. Is the project acceptable?<br>2. A firm wishes to bid on a contract that is expected to yield the following aftertax<br>net cash flows a ...
The full tutorial is about 149 words long plus attachments.
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SOLUTIONS TO PROBLEMS - Chapter 11.docx (30K) (Preview)
2008-08-18_174413_Bmald_2.doc (24K) (Preview)
$5.00 Capital Budgets-A+ work, all work shown
- This tutorial was purchased 1 time and hasn't been rated yet.
- Posted on Feb 14, 2009 at 6:08:36PM
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Preview: ... t value.<br> Net Present Value<br>Year Cash Flows PVIF @ 12% Present Value <br>0 -$30,000 1.000 -$30,000 <br>1 5,000 0.893 4,465 <br>2 8,000 0.797 6,376 <br>3 9,000 0.712 6,408 <br>4 8,000 0.636 5,088 <br>5 8,000 0.567 4,536 <br>6 5,000 0.507 2,535 <br>7 3,000 0.452 1,356 <br>8 -1,500 0.404 -606 <br> Net Present Value $155.8<br>b. Should the project be adopted?<br>It has a positive NPV so it should be accepted.<br>c. What is the meaning of the computed net present value figure? The value of the firm, and the shareholders wealth is increased by $155.8 as a result of taking on the project.<br><br><br>6. Two mutually exclusive investment projects have the following forecasted cash flows:<br>Year A B<br>0 $-20,000 $-20,000<br>1 10,000 0<br>2 10,000 0<br>3 10,000 0<br>4 10,000 60,000<br>a. Compute the internal rate of return for each project. <br>Project A: $0 = $10,000(PVIFAr,4) - $20,000, r = 34.9% from calculator<br>Project B: $0 = $60,000(PVIFr,4) - $20,000<br>b. Compute the net present value for each project if the firm has a 10 percent cost of capital. NPVA = $10,000(PVIFAk,4) -$20,000 = $11,699 <br> NPVB = $60,000(PVIFk,4) -$20,000 = $20,981 <br><br>c. Which project should be adopted? Why? Project B has a higher NPV, so it should be chosen. It is implicated that the firm's reinvestment opportunities are more precisely shown by the firm's capital costs and not by the internal rate of return of the projects.<br>9. A junior executive is fed up with his bosss operating policies. Before leaving the office of his angered superior, the young man suggests that a well-trained monkey could handle the trivia ...
The full tutorial is about 1256 words long plus attachments.
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Capital Budgets.docx (25K) (Preview)
$4.95 All answers correct and work shown in detail.
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- Posted on Jun 07, 2009 at 10:17:54PM
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Preview: ... ,000(0.322) - $375,000 <br>= $120,470<br>= $120,484.23 (using a financial calculator)<br>b. The project is acceptable, because its NPV is positive.<br>c. The value of the firm, and therefore the shareholders wealth, is increased by $120,470 ($120,484 using a calculator) as a result of undertaking this project.<br>d. The IRR of this project is 18.71% using a calculator.<br>e. The net present value calculation assumes the net cash flows are reinvested at 12%, the projects required return. The internal rate of return calculation assumes the net cash flows are reinvested at18.71%, the projects IRR. <br><br>5. $12,000 = PV0(FVIF15,25) = PV0(32.919); PV0 = $364.53 (same ans. if using calc.)<br><br>6. a. Project A: $0 = $10,000(PVIFAr,4) - $20,000<br>r = 34.9% from calculator<br>Project B: $0 = $60,000(PVIFr,4) - $20,000<br>r = 31.6% from calculator<br>b. NPVA = $10,000(PVIFAk,4) -$20,000 = $11,699 (same ans. using calc.)<br>NPVB = $60,000(PVIFk,4) -$20,000 = $20,981 (same ans. using calc.)<br>c. Project B should be chosen because it has the higher NPV. It is assumed that the firm's reinvestment opportunities are more accurately represented by the firm's cost of capital than by the unique internal rate of return of either project in this case.<br><br>7. Computation of net investment:<br>New unit cost $29,000 Plus: Installation cost: 3,000 Less: Proceeds from sale of old unit $1,000 Plus: Tax on gain from sale of old unit<br>($1,000)(.4) 400 Equals: NINV $31,400<br>Computation of net cash flows:<br>Annual depreciation on new device =<br>[($29,000 + 3,000)/20 years] = $1,600<br>NCF1-19 = NCF1-10 = [(Rw - Rwo) - (Ow - Owo) - (Depw - Depwo)] (1-T) + (Depw - Depwo) <br>= [0 -(-$9,000) - $1,600)](1 - 0.4) +$1,600 ...
The full tutorial is about 1308 words long .