CH. 3 #9 Recompute the net present values using (a) a cost of money of 0.20 and (b) a cost of money of 0.05 for each of the investments of problem 8.
CH. 3 #9 Recompute the
 alt="**Capital Budgeting: Problem Set**
**8. Compute the Net Present Value (NPV):**
Use a cost of money at 0.15 to calculate the NPV and internal rate of return for the investments below:
| Investment | Period 0 | Period 1 | Period 2 |
|------------|-----------|-----------|-----------|
| A | $(1,000) | | 1,322 |
| B | (1,000) | 615 | 615 |
| C | (1,000) | 1,150 | |
**9. Recompute NPVs:**
Recompute using (a) a 0.20 cost of money and (b) a 0.05 cost of money for investments in problem 8.
**10. Growth Schedule Preparation:**
Create a schedule showing the value growth from $1,000 to $1,322 in two years at a 0.15 growth rate per year.
**11. Determine Internal Rate of Return (IRR):**
Analyze the following investment:
| Period | Cash Flow |
|--------|-----------|
| 0 | $(9,120) |
| 1 | 1,000 |
| 2 | 5,000 |
| 3 | 10,000 |
**12. Investment Value Over Cost:**
Calculate the potential excess payment for the investment in problem 11 if the cost of money is 0.10.
**13. Investment Preference Analysis:**
Consider investing in one of the investments from problem 8:
a. Using IRR, identify the preferred investment.
b. Using NPV with a 0.05 cost of money, identify the preferred option.
**14. Payback Period Calculation:**
Using a 10% discount rate with equal annual cash proceeds, find the payback periods for equipment with lives of 5, 10, 20, 40 years, and infinite life.
**15. Discount Rate Consideration:**
Repeat problem 14 with a 5% discount rate.
**16. Payback with Discount and Cash Flow:**
With a 0.06 discount rate, how many years are acceptable for a $7,000 machine with equal annual proceeds and a 7-year payback period?
**17. Compute IRR for Exclusive Investments:**
Calculate IRR for these investments:
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In the question given above, net present value(NPV) is calculated at 15% cost of capital for all the investment alternatives but in this solution net present value(NPV) is calculated at
a) 20% cost of capital and
b) 5% cost of capital
for each investment.
Cost of capital is the required rate of return which must be earned on the investment done by the company to maximize its wealth and meet the expectations of the stakeholders so as to generate adequate surplus amount of money by analyzing the investment through its expected cash flows.
Net present value(NPV) is calculated to determine the actual cash flows generated from investing in the particular investment by selecting the best alternative among the various alternatives available in present value of money.
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