Consider two mutually exclusive R&D projects that Savage Tech is considering. Assume the discount rate for both projects is 13 percent.
Project A: |
Server CPU .13 micron processing project |
By shrinking the die size to .13 micron, the company will be able to offer server CPU chips with lower power consumption and heat generation, meaning faster CPUs. |
Project B: |
New telecom chip project |
Entry into this industry will require introduction of a new chip for cell phones. The know-how will require a large amount of up-front capital, but success of the project will lead to large cash flows later on. |
Year |
Project A |
Project B |
||||
0 |
–$ |
-715,000 |
–$ |
-921,000 |
||
1 |
342,000 |
257,000 |
||||
2 |
358,000 |
363,000 |
||||
3 |
256,000 |
362,000 |
||||
4 |
181,000 |
413,000 |
||||
5 |
122,000 |
498,000 |
||||
Complete the following table: (Do not round intermediate
calculations. Enter the IRR as a percent. Round your profitability
index (PI) answers to 3 decimal places, e.g., 32.161, and other
answers to 2 decimal places, e.g., 32.16.)
Project A |
Project B |
||||
NPV |
$ |
$ |
|||
IRR |
% |
% |
|||
PI |
|||||
What is the incremental IRR of investing in the larger project?
(Do not round intermediate calculations. Enter your answer
as a percent and round your answer to 2 decimal places, e.g.,
32.16.)
Incremental IRR _______%
Year | Project A | PV @ 13% |
0 | -715000 | -715,000.00 |
1 | 342000 | 302,654.87 |
2 | 358000 | 280,366.51 |
3 | 256000 | 177,420.84 |
4 | 181000 | 111,010.69 |
5 | 122000 | 66,216.71 |
NPV 222,670.62
IRR 27.639%
PI = Present value of Cash flow / Initail Investment
= 937669.62 / 715000 = 1.311
Year | Project B | PV @ 13% |
0 | -921,000.00 | -921,000.00 |
1 | 257,000.00 | 227,433.63 |
2 | 363,000.00 | 284,282.25 |
3 | 362,000.00 | 250,884.16 |
4 | 413,000.00 | 253,300.63 |
5 | 498,000.00 | 270,294.45 |
NPV 365,195.12
IRR 26.639%
PI = 1,286,195.12 / 921,000 = 1.396
Year | Project A | Project B | Incremental Cash Flow |
0 | -715000 | -921,000.00 | -206,000.00 |
1 | 342000 | 257,000.00 | -85,000.00 |
2 | 358000 | 363,000.00 | 5,000.00 |
3 | 256000 | 362,000.00 | 106,000.00 |
4 | 181000 | 413,000.00 | 232,000.00 |
5 | 122000 | 498,000.00 | 376,000.00 |
Incremental IRR = 25.1953
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