An all-equity firm is considering the projects shown below. The T-bill rate is 6 percent and the market risk premium is 6 percent. |
Project | Expected Return | Beta | |||||
A | 11 | % | 0.8 | ||||
B | 21 | % | 1.5 | ||||
C | 15 | % | 1.7 | ||||
D | 19 | % | 1.9 | ||||
Calculate the project-specific benchmarks for each project. (Round your answers to 2 decimal places.) |
Project A | % |
Project B | % |
Project C | % |
Project D | % |
If the firm uses its current WACC of 14 percent to evaluate these projects, which project, will be incorrectly rejected? |
|
Given,
risk free rate Rf = 6%
Market risk premium MRP = 6%
a). required return of the projects based on CAPM is
Ke = Rf + Beta*(MRP)
Project | Expected return | Beta | Required return formula | Required return |
A | 11% | 0.8 | 6 + 0.8*6 | 10.8% |
B | 21% | 1.5 | 6 + 1.5*6 | 15% |
C | 15% | 1.7 | 6 + 1.7*6 | 16.2% |
D | 19% | 1.9 | 6 + 1.9*6 | 17.4 |
Required return calculated is also project specific benchmark as they are calculated using CAPM.
b). If WACC is 14%, project A will be rejected. But based on its beta, required return is 10.8% and project is giving an expected retrun of 11%, which is higher than minimum required return. So this project should not be reject.
So, this project is rejected incorrectly based on WACC.
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