You want to estimate the appropriate discount rate for a new project. For this, you find that there is a comparable firm ABC being traded on financial markets with the following data: debt-equity ratio 1.00, and equity beta 1.5. The current T.Bill rate is 4percent and the market risk premium is 8 percent. Assume that the debt of firm ABC is risk-free. What is the appropriate discount rate for the project? |
Cost of debt | |||||
Cost of debt | 4.00% | Since debt is risk free | |||
Tax rate | 0% | ||||
After-tax cost of debt | =4%*(1-0%) | ||||
After-tax cost of debt | 4.00% | ||||
Cost of equity stock | |||||
Cost of equity= | Risk free rate + beta * Market risk premium | ||||
Cost of equity= | 4% + 1.5 * 8% | ||||
Cost of equity= | 16.00% | ||||
Calculation of WACC | |||||
Cost | Capital | Weight | Weighted cost | ||
A | B | Weight | C=Capital component/Total capital | D=A*C | |
Debt | 4.00% | $ 1.00 | =1/2 | 50.00% | 2.00% |
Equity | 16.00% | $ 1.00 | =1/2 | 50.00% | 8.00% |
Total capital | $ 2.00 | Total WACC | 10.00% | ||
So the discount rate should be used as 10%. |
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