A firm finances a $40 million project by borrowing $20 million to be repaid over the life of the project and by issuing common stocks worth of $20 million. Determine the required rate of return, both before- and after-tax. Borrowed funds cost 10%, equity costs 20%, and the tax rate is 40%. Revenue (R) will be independent of the financing method
A: 6 million
B:2million
C:3.5million
D:1.5million
E:7million
before tax required rate of return | ||||
source | value | weight | component cost | weight*component cost |
debt | 20 | 0.5 | 10% | 0.05 |
equity | 20 | 0.5 | 20% | 0.1 |
total | 40 | |||
WACC = sum of weight*component cost | 15% | |||
After tax required rate of return | ||||
source | value | weight | component cost | weight*component cost |
debt | 20 | 0.5 | 6% | 0.03 |
equity | 20 | 0.5 | 20% | 0.1 |
total | 40 | |||
WACC = sum of weight*component cost | 13% | |||
after tax cost of debt | before tax cost of debt*(1-tax rate) | 10*(1-.4) | 6% |
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