Novell, Inc., has the following mutually exclusive projects. |
Year | Project A | Project B | ||
0 | –$27,000 | –$30,000 | ||
1 | 15,500 | 16,500 | ||
2 | 12,000 | 10,500 | ||
3 | 3,600 | 12,000 | ||
a-1. |
Calculate the payback period for each project. (Do not round intermediate calculations and round your answers to 3 decimal places, e.g., 32.161.) |
a-2. |
If the company's payback period is two years, which, if either, of these projects should be chosen? |
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b-1. |
What is the NPV for each project if the appropriate discount rate is 14 percent? (A negative answer should be indicated by a minus sign. Do not round intermediate calculations and round your answers to 2 decimal places, e.g., 32.16.) |
b-2. |
Which, if either, of these projects should be chosen if the appropriate discount rate is 14 percent? |
|
a)
Project A:
Cumulative cash flow for year 0 = -27000
Cumulative cash flow for year 1 = -27000 + 15500 = -11,500
Cumulative cash flow for year 2 = -11,500 + 12000 = 500
11,500 / 12000 = 0.958
Payback period of project A = 1 + 0.958 = 1.958 years
Project B:
Cumulative cash flow for year 0 = -30000
Cumulative cash flow for year 1 = -30000 + 16500 = -13,500
Cumulative cash flow for year 2 = -13,500 + 10500 = -3,000
Cumulative cash flow for year 3 = -3,000 + 12000 = -9,000
3,000 / 12000 = 0.25
Payback period of project B = 2 + 0.25 = 2.250 years
Company should choose project A as it has a payback period less than 2
b)
NPV = Present value of cash inflows - present value of cash outflows
Project A:
NPV = -27,000 + 15,500 / (1+0.14)1 + 12,000 / (1+0.14)2 + 3,600 / (1+0.14)3
NPV = -$1,740.00
Project B:
NPV = -30,000 + 16,500 / (1+0.14)1 + 10,500 / (1+0.14)2 + 12,000 / (1+0.14)3
NPV = $652.75
Project B should be chosen as it has the positive NPV
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